Content- Math
What is an algorithm? A. a step-by-step procedure for solving problems B. a system of discovering students' abilities C. a step-by-step procedure for evaluating students D. a computer program used to evaluate students
A. a step-by-step procedure for solving problems
Which of the following is equivalent to 17(64+82)-43? A. 34(73)-43 B. 64x34 C. 64X33 D. 17(128)-12
C. 64X34
Ms. Quinones is teaching her second graders to use calculators. To successfully use calculators, however, her students must be skilled in which of the following: A. Adding and subtracting B. Finding patterns C. Estimation D. Problem solving
C. Estimation
What is 5 less than three times a number represented as? A. (3x-5) B. (x-5)/3 C. (x-5)3 D. (5-x)3
A. (3x-5)
Perform the indicated operation: (-36)-11. A. -47 B. 47 C. 25 D. -25
A. -47
Two fair two-sided coins are tossed at the same time. What is the probability that only one head is obtained in each of the tosses? A. 0.5 B. 0.1 C. 0.75 D. 0.25
A. 0.5
Dan and Stacy live on a farm where they are no longer allowed to let their cattle roam free. They need to add a fence around their land, which has a rectangular shape like the figure below. How many feet of fence do they need to buy in order to fence in all of their land? 467 BY 223 A. 1,380 ft B. 103,341 ft C. 104,141 ft D. 690 ft
A. 1,380 ft
Divided 6.2 by 0.05 A. 124 B. 1.24 C. 0.124 D. 12.4
A. 124
In January, Ken paid $45 for his electric bill. In February, he paid $67 and in March he paid $89. If the trend continues, how much will Ken pay for his electric bill in August? A. 199 B. 111 C. 177 D. 191
A. 199
How many lines of symmetry do all non-square rectangles have? A. 2 B. 0 C. 8 D. 4
A. 2
Which of the following is not a natural number? A. 2-Jan B. 12 C. 1400347 D. -10^10
A. 2-Jan
Which of the following is an expression that represents the following statement: three times one-half of a number less eighty percent? A. 3 x (x/2) - 0.8 B. 3 x (x/2) -80 C. 3 x (x/2) - 8/100 D. 3 x 4/2 - 0.8
A. 3 x (x/2) - 0.8
What is the next number in the following sequence? 1, 1, 2, 3, 5, 8, 13, 21... A. 34 B. 43 C. 42 D. 27
A. 34
Four bottles of the same brand of dish detergent are offered for sale as follows: 32.4 fluid ounces for $3.97; 56 fluid ounces for $5.97; 16.2 fluid ounces for $2.87; and one containing 73.8 fluid ounces for $8.37. Which bottle size would save the most money per ounce? A. 56 fl. oz B. 16.2 fl.oz C. 73.8 fl. oz D. 32.4 fl. oz
A. 56 fl. oz
Valerie has a bathtub that she needs to fill with water. To fill the tub, she first needs to fill a bucket with water and then dump this into the bathtub. If the bucket is a cylinder with a radius of 6 in. and a height of 12in., how many buckets will it take to fill the 5ft. X 3ft. tub? A. 57 buckets B. 50 buckets C. 48 buckets D. 62 buckets
A. 57 buckets
A car traveled 281 miles in 4 hours 41 minutes. What was the average speed of the car in miles per hour? A. 60 miles per hour B. 66 miles per hour C. 56 miles per hour D. 70 miles per hour
A. 60 miles per hour
What is the mean of the following data set? 4, 12, 3, 15, 8, 3, 9, 9, 8, 10, 12, 14, 3, 2. A. 8 B. 9 C. 3 D. 14
A. 8
Mrs. Cameron plans to buy carpeting for her living room floor. The room is a rectangle measuring 14 feet by 20 feet. She wants no carpet seams on her floor even if that means that some carpeting will go to waste. The carpeting she wants comes in 16-foot-wide rolls. What is the minimum amount of carpeting that will have to be wasted if Mrs. Cameron insists upon her no-seams requirement? A. 40 ft2 B. 60 ft2 C. 80 ft2 D. 100 ft2 A B C D
A. A
A kindergarten teacher is planning a unit on measurement. Which measuring tools should she use to introduce the unit? A. Body parts, such as hands and feet. B. Rulers made from craft sticks. C. Number lines. D. Yard sticks made from lengths of string.
A. Body parts, such as hands and feet.
Which of these numbers or number representations are irrational numbers? Select all that apply. A. π B. 2√ C. e≈2.71828182845... D. 58 Select all that apply A. C B. D C. A D. B
A. C C. A D. B
Ashley created the following angle on her table using tape following her teacher's guidelines. PICTURE OF A 125 DEGREE ANGLE Which of the following could be the directions Ashley's teacher gave her? A. create an obtuse angle greater 100 degree B. create a right angle greater than 120 degree C. create an acute angle greater than 90 degree D. create an obtuse angle less than 100 degree
A. create an obtuse angle greater 100 degree
A student has taken three tests in his algebra class for which the mean score is 88. He will take one more test and his final grade will be the mean of all four tests. He wants to achieve a final grade of 90. Which one of the following is the correct procedure to determine the score he needs on the fourth test? A. he needs a score of 96 since (88 + 88 + 88 + 96) ÷ 4 = 90 B. he cannot achieve a final grade of 90 since each of his scores on the first three tests is less than 90 C. he needs a score 92 since (88 + 92) ÷ 2 = 90 D. he needs a score of 89.5 since (88 + 90 + 90 + 90) ÷ 4 = 89.5
A. he needs a score of 96 since (88 + 88 + 88 + 96) ÷ 4 = 90
Which set cannot be considered "dense"? A. integers B. rationals C. reals D. irrationals
A. integers
First-grade students have sorted information to put into a graph. Which developmentally appropriate graph would be best to illustrate the various colors of favorite autumn leaves? A. pictograph B. circle graph C. line graph D. histogram
A. pictograph
Carlos wants to bring cookies for each student in his entire elementary school. He knows there are 800 students in the school. HIs teacher asks him to make sure he buys enough bags to carry all of the cookies, assuming each bag can hold 38 cookies. Carlos goes to the store and buys 20 bags, then brings the cookies to school the next day. He finds out that he doesn't have enough cookies for all the students at the school. Which of the following is Carlos most likely to have done to obtain the incorrect number of bags? A. rounded 38 to 40 B. use plastic bags C. neglected to count 2 classrooms of students D. baked at 375 degrees too long
A. rounded 38 to 40
These lines do not intersect and do not lie on the same plane: A. skew B. parallel C. intersecting D. perpendicular
A. skew
All of the following are tools that can strengthen students' mathematical understanding EXCEPT: A. software and hardware B. rulers, scales, and protractors C. calculators, counters, and measuring containers D. money and software
A. software and hardware
The main value of using real-life situations to teach problem-solving skills involving mathematics is that the children in grades K-6 can see A. the value of mathematics in solving daily situations B. that mathematics is an important part of the Texas curriculum C. that the use of learning centers has a specific value in life D. the connection between the school curriculum and mathematics
A. the value of mathematics in solving daily situations
Mr. Johnson guides children to notice the shapes and characteristics of the objects in the classroom and the physical features of the classroom. Students began noticing the angles and shapes of the desks, the writing board, the corners of the classroom and the tiles on the floor.What was the main purpose of this kind of activity? A. to make students aware of the concepts in geometry and how it impacts our lives B. to make students aware that mathematics is part of our world C. to make students aware of their surroundings D. to make students aware the cost of building and purchasing objects in the classroom
A. to make students aware of the concepts in geometry and how it impacts our lives
Which of the following terms most accurately describes the set of numbers below? { 3, √ 16, π^0, 6, 28/4} A. whole numbers B. rationals C. complex D. irrationals
A. whole numbers
Mr. Holland's 4th grade class is collecting money for charity. Raquel states she will donate 3 dollars for every dollar that Carlos donates. If Raquel and Carlos donate a combined total of 60 dollars, what could Mr. Holland's class do to determine how much Raquel and Carlos donated individually? Select the best choice. A. write an equation B. count the money C. make a bar graph D. apply interest
A. write an equation
Students are shown this Input-Output table: This function is written as: A. x + 5 = y B. x/y = 5 C. x - 5 = y D. 5 + y = x
A. x + 5 = y
Which of the following is an example of the associative property? A. a + b = b + a B. (a+b) + c = a + (b+c) C. a(b+c) = ab + bc D. a + b =2a
B. (a+b) + c = a + (b+c)
A six-sided die is rolled once. What is the probability that the number rolled is an even number greater than 2? A. none of the above B. 1/3 C. 1/6 D. 1/4
B. 1/3
Two paper bags are each filled with four blue marbles and four red marbles. What is the probability of selecting a blue marble from the first bag and a blue marble from the second bag? A. 2/16 B. 1/4 C. 4/8 D. 1/2
B. 1/4
If the number 132/7 is desired to be represented as a mixed number, what would the mixed number look like? A. 18.6 B. 18 6/7 C. 18r.6 D. 18.8571
B. 18 6/7
If a can weighs 14 oz., how many cans would you need to have a ton? (Round your answer to the nearest ones place and pick the best answer) A. 2300 B. 2286 C. 2287 D. 2285
B. 2286
Ben started working recently and received his first paycheck. He is attempting to decide on whether or not he should open a checking account or a savings account. The checking account offers a yearly interest payment of $50 for every $100 in the account above $5,000 at the end of the year. The savings account offers a yearly interest payment of 4% of the total in the account at the end of the year. If Ben is going to have $6,000 in the account at the end of this year, how much interest would he earn if he chooses the savings account? A. 100 B. 240 C. 200 D. 300
B. 240
How many unique factors are there for the number 9? A. 4 B. 3 C. 2 D. none of the above
B. 3
What is 7.5 - 1/4 represented as a decimal? A. 2.25 B. 3.25 C. 3.35 D. 1.75
B. 3.25
John makes $5,000 per month after taxes. His monthly rent is $1,200, his car payment is $600, his utilities are $500, his student loan payments are $1,400, and his food bill is $400. If John wants to put 10% of his money into a savings account each month, how much will John have left over after deducting everything? A. 500 B. 400 C. 4100 D. 900
B. 400
Jason can run a distance of 50 yards in 6.5 seconds. At this rate, how many feet can he run in a time of 26 seconds? A. 800 B. 600 C. 400 D. 200
B. 600
Which of these sets of numbers represents a true statement? A. 5 < 7 B. 10 > 11 C. 9 ≤ 8 D. 3 ≥ 5 A. D B. A C. C D. B
B. A
What is the value of the 4 in the number 36,179.405? A. Four hundredths B. Four tenths C. Forty D. Four
B. Four tenths
The following four people are waiting in line at the post office: Marcie made a graph showing the relationship between the age and the height of the four people. Which point on the graph represents the teen girl? A. Point C B. Point B C. Point A D. Point D
B. Point B
Ms. Dale asked her students to solve the following problem using a 4-step problem solving process: Helen is helping her mother make aprons as Christmas presents for her six aunts. Helen is in charge of buying the buttons for the aprons at the craft store. Each apron needs eight buttons, and her mother wants an extra four buttons. How many total buttons should Helen buy? As she was grading the students' work, Mrs. Dale noticed Justin made the following mistake: How does this example demonstrate the importance of instituting a standard problem solving process in a math classroom? A. Because students work longer on fewer problems, less practice time for basic skills is available. B. Teachers can spot areas of student confusion and plan appropriate reteaching strategies. C. Students get tired of answering questions and start making mistakes. D. Students are forced to spend too much time solving a problem.
B. Teachers can spot areas of student confusion and plan appropriate reteaching strategies.
Mr. Henriquez noticed that some of his third graders were solving mathematic problems using a system different from the one introduced in class. He copied the two processes and compared them with the one introduced in class. The table below shows details of the analysis. He is puzzled and asked them to explain the reason why they were using a different system. To make this a culturally-relevant learning activity, what should the teacher do? AmericanMexicanDominican211−−√5−101R211−−√51R11 5−10 21R 10 A. he should ask students to share with the group this new way of solving problems, and guide them to adopt one of the new processes B. he should accept the students' process but encourage them to learn the American system too C. he should accept the process used as long as they get the correct answer D. he should guide students to abandon the system use in their country and follow the American way
B. he should accept the students' process but encourage them to learn the American system too
A function defined by the equation f(x)= 5mx + b? A. quadratic function B. linear function C. recursive function D. exponential function
B. linear function
A ________ is a relationship which two quantities are proportional to each other. A. quadratic relationship B. linear relationship C. recursive relationship D. exponential relationship
B. linear relationship
Adera, an advanced English learner from Ethiopia, just learned the meaning of the following mathematic concepts: even, faces, plane, right, and volume. She was excited that she finally was able to understand those concepts. However, she became very confused while in reading class because the teacher asked her to interpret the following excerpt:"Juliet was very happy listening to music in her room. Right after finishing her first song, her brother opened the door and demanded she lower the volume of the stereo. Her face changed from happy to sad almost immediately. Her brother looked mean, and even shouted when she politely said, yes Brother."What made this excerpt difficult to understand? A. she does not have a good command of English B. she had probelms with the concepts of homographs and homophones C. she needs to find a dictionary to translate the sentences D. she needs to review the meaning of the words learned in mathematics
B. she had probelms with the concepts of homographs and homophones
What is 5 less than three times a number represented as? A. (x-5)3 B. (5-x)3 C. (3x-5) D. (x-5)/3
C. (3x-5)
What is the probability of rolling a 7 with a pair of dice? A. 1/12 B. 5/36 C. 1/6 D. 1/36
C. 1/6
Which answer choice is a rational number? A. log_(2) 3 B. sqrt (2) C. 15/4 D. pi
C. 15/4
If the length of the side of a square is doubled, what is the ratio of the areas of the original square of the area of the new square? A. 1:8 B. 1:6 C. 1:4 D. 1:2
C. 1:4
What are two equivalent fractions for the fraction 1/4? A. 2/6, 3/9 B. 2/8, 3/9 C. 2/8, 5/20 D. 3/12, 5/24
C. 2/8, 5/20
There are 16 more apples than oranges in a basket of 62 apples and oranges. How many oranges are in the basket? A. 32 B. 30 C. 23 D. 39
C. 23
Solve the following equation for 44-7x=3x+5+7x-4x? A. 9 B. 39 C. 3 D. 93
C. 3
What is the mode of the following data set? 4,12,3,15,8,3,9,9,8,10,12,14,3,2 A. 14 B. 8 C. 3 D. 9
C. 3
How many faces does a cube have? A. 7 B. 5 C. 6 D. 4
C. 6
Which of the following sets of numbers is not an integer followed by its square? A. -8,64 B. -9,81 C. 6,32 D. 8,64
C. 6,32
Kelly decided she wanted a vegetable garden in her backyard. She built a 4' x 4' x 1' box to plant the vegetables. She then needed to figure out how many bags of dirt to buy in order to fill the planter box to the top. If a single bag contains 2.5 ft.^3 of dirt, how many bags will she need to fill the box? A. 8 B. 6.4 C. 7 D. 6
C. 7
Which of the following were the first mathematicians impact the development of modern-day mathematics? A. Hindus and Aztecs B. Greeks and the Aztecs C. Egyptians and Babylonians D. Arabs and Mayans
C. Egyptians and Babylonians
When divided by a line through the middle, which letter does not demonstrate symmetry? A. T B. O C. F D. A
C. F
What is the formula for the relationship between the number of faces, vertices, and edges of a cube? A. F+E=V+2 B. E+V=F+2 C. F+V=E+2 D. F+V=E-2
C. F+V=E+2
Pairs of students take turns throwing a die. Each time the die is thrown, each student enters that number into one of four boxes he has drawn on his paper. After throwing the die four times, the students compare numbers. Whoever has the smallest four-digit number wins the game. This game will help students develop their understanding of: A. Function B. Ordered Pairs C. Place Value D. One-to-One Correspondence
C. Place Value
In probability, the same space represents: A. the amount of room needed to conduct an experiment B. an outcome of an experiment C. a list of all possible outcomes of an experiment D. the number of times you must flip a coin
C. a list of all possible outcomes of an experiment
Word Problem: Tripti has 10 apples and 20 oranges. Tripti's mother doubles the total number of apples and oranges she has. Meanwhile, Gahn's mother gives Gahn twice as many apples and twice as many oranges as Tripti started with. A teach creates the world problem shown above for a math lesson. Based on the word problem, the lesson will most likely cover which of the following mathematical properties? A. dissociative property B. commutative property C. distributive property D. associative property
C. distributive property
Which of the following would be the best set of units to use when measuring a football field? A. inches B. miles C. meters D. centimeters
C. meters
Adera, an advanced English learner from Ethiopia, just learned the meaning of the following mathematic concepts: even, faces, plane, right, and volume. She was excited that she finally was able to understand those concepts. However, she became very confused while in reading class because the teacher asked her to interpret the following excerpt:"Juliet was very happy listening to music in her room. Right after finishing her first song, her brother opened the door and demanded she lower the volume of the stereo. Her face changed from happy to sad almost immediately. Her brother looked mean, and even shouted when she politely said, yes Brother."What made this excerpt difficult to understand? A. she needs to find a dictionary to translate the sentences B. she needs to review the meaning of the words learned in mathematics C. she had probelms with the concepts of homographs and homophones D. she does not have a good command of English
C. she had probelms with the concepts of homographs and homophones
The United States is probably the only industrialized country in the world that uses the English system of measurement in daily life. What is the rationale for using the metric system in scientific research and engineering? A. the English system is an archaic and outdated system used mostly in business B. the English system allows for the easy computation of measurements C. the metric system is more precise than the English system D. the metric system is widely used in the world
C. the metric system is more precise than the English system
While students in a sixth-grade class work in small groups on an ungraded discovery activity involving linear functions, the teacher circulates through the class asking individual students questions such as, "Why did you choose to assign the height variable to the vertical axis? and "What happens to the graph if you use different-sized cups for the experiment?" Based on the scenario, which of the following is a primary purpose of these questions? A. to provide a formal assessment that can be used to encourage students to work harder B. to show the students that the teacher cares about the work they are doing C. to gauge student progress in developing conceptual understanding in a way that will not penalize the student D. to provide an informal summative assessment that can be used to determine each student's grade for the assignment
C. to gauge student progress in developing conceptual understanding in a way that will not penalize the student
Identify the next logical pattern of shapes that comes in this sequence:∘∘⋄∘∘⋄⋄∘∘⋄⋄⋄∘∘... A. ∘⋄⋄∘ B. ∘⋄∘⋄ C. ⋄⋄∘∘ D. ⋄⋄⋄⋄ C D A B
D
Anu has a pocket full of change. She has a total of 3 quarters, 7 dimes, and 10 nickels. She goes to the vending machine to purchase a soda. What is the probability that Anu will pull out 60 cents if she reaches into her pocket twice, removes a single coin on each draw, and does not place the coin back in her pocket before drawing the second coin? A. 43% B. 6% C. 0.16% D. 0%
D. 0%
A pair of 6-sided dice is rolled. What is the probability the sum of the dice is less than 13? A. 1/12 B. 35/36 C. 1/18 D. 1
D. 1
Solve the following problem. Express the answer as a mixed number. 1.6 - 3/8 =? A. 49/40 B. 1.23 C. 1.225 D. 1 (9/40)
D. 1 (9/40)
What is the range of the following data set? 4, 12, 3, 15, 8, 3, 9, 9, 8, 10, 12, 14, 3, 2. A. 9 B. 3 C. 8 D. 13
D. 13
Stacy went to the store to purchase a loaf of bread. She originally thought she had only $9.55 in nickels in her purse. She then discovered she had 10 extra nickels in her pocket. How many nickels did she originally have in her purse? A. 192 B. 161 C. 173 D. 191
D. 191
The labeled angles in the following figure appear to be? A. 2 acute angles, 4 obtuse angles, 1 right angle B. 1 acute angle, 4 obtuse angles, 1 right angle, and 1 reflex angle C. 1 acute angle, 5 obtuse angles, 1 right angle D. 2 acute angles, 3 obtuse angles, 1 right angle, and 1 reflex angle
D. 2 acute angles, 3 obtuse angles, 1 right angle, and 1 reflex angle
Which of the following is correct? A. 0.75 > 1.25 B. 3/4 > 1/16 C. -5 < -6 D. 2,365 > 2,340
D. 2,365 > 2,340
How is the number 12 represented in Base 6? A. 12 B. 6 C. 18 D. 20
D. 20
Students are designing a class quilt using squares of fabric. Each day new squares are added to the design. The diagram below shows how the students are arranging the squares of fabric: If the pattern continues, what is the number of fabric squares needed for Friday's quilt? A. 26 B. 23 C. 45 D. 32
D. 32
A right triangle has a hypotenuse with a length of 53 inches. One leg of the triangle measures 28 inches. What is the length of the second leg of the triangle? A. 47 inches B. 43 inches C. 41 inches D. 45 inches
D. 45 inches
Jane rolls a 6-sided die 100 times. Each time she rolls an even number she places a blue chip in Basket A. Every time she rolls an odd number she places a red chip in Basket B. What are the expected number of chips in Basket A and Basket B after the 100th roll? A. 100 B. 1/6 C. 35 D. 50
D. 50
An example of a prime number is? A. 49 B. 9 C. 682 D. 67
D. 67
In a bag there are 12 green marbles, 11 red marbles, and 7 blue marbles. What is the probability of drawing a blue marble? A. 7.4 B. 12/30 C. 11/30 D. 7/30
D. 7/30
Use the data below to answer questions The following are the percentages that were earned on a fifth-grade math exam: 78 84 86 90 93 90 87 64 98 74 73 72 98 81 77 Find the mean of the given test scores? A. none of the above B. 78 C. 87 D. 83
D. 83
Use the figure below to answer the question that follows. *RIGHT TRIANGLE Which formula can be used to find the area of the triangle? A. A= (l+h)/2 B. A=2(lxh) C. A= 2(l+h) D. A= (lxh)/2
D. A= (lxh)/2
A third grade teacher shows this math problem to her students: Julianna, Margaret, Shonette, and Lisa are in a footrace. Julianna is 10 meters ahead of Margaret. Shonette is 5 meters behind Julianna. Margaret is 12 meters behind Lisa. In what order are the runners from first to last? Which problem solving strategy is the most effective for solving this? A. Try a simpler form of the problem B. Find a pattern C. Working backwards D. Draw a picture
D. Draw a picture
The concept of the zero evolved in India but was also developed, disconnected by the? A. Arabs B. Babylonians C. Romans D. Mayans
D. Mayans
What is one of the greatest accomplishments achieved by the Babylonians? A. rational numbers cannot accurately express all mathematical values B. concept of 0 C. angles at the base of an isosceles triangle are equal D. based-60 number system
D. based-60 number system
In the Texas curriculum, the teaching of place value is required in which of the following? A. third grade B. fourth grade C. kindergarten D. first grade
D. first grade
In Mrs. Leal's class, there are 18 blondes, 17 brunettes, and 7 redheads. Rodrigo is asked to determine the probability of Mrs. Leal randomly selecting a redhead in her class to answer a question. His answer is 8. Which of the following best describes how Rodrigo went wrong in finding the solution? A. he subtracted 1 from 9 B. he divided 5 by 40 C. he added 7 and 1 D. he divided 40 by 5
D. he divided 40 by 5
Suzie has 5/7 of a pie and Liz has 3/5 of a pie. The full size of each pie is identical. Which of the following concepts would be utilized to determine who has more pie? A. matching numerator B. greatest common factor C. greatest common factor D. lowest common denominator
D. lowest common denominator
Mr. Ponce created a lesson incorporating a role-playing game during his volume lesson. Tonatiuh and Armando were each creating a house for their characters to live in. Tonatiuh's home has a length of 20 units, a width of 52 units, and a height of 6 units. Armando's home has a length of 30 units, a width of 49 units, and a height of 5 units. Tonatiuh teased his friend by telling him his house had a greater volume. Is Tonatiuh correct? A. yes, because Tonatiuh's volume is 1,470 and Armando's volume is 1,040 B. yes, because Tonatiuh's volume is 7,350 and Armando's volume is 6,240 C. no, because Tonatiuh's volume is 1,040, and Armando's volume is 1,470 D. no, because Tonatiuh's volume is 6,240, and Armando's volume is 7,350
D. no, because Tonatiuh's volume is 6,240, and Armando's volume is 7,350
Which of the following is NOT a good example of helping students make connections between the real world and mathematics? A. studying a presidential election from the perspective of the math involved B. having student helpers take attendance C. using weather concepts to teach math D. reviewing major mathematical theorems on a regular basis
D. reviewing major mathematical theorems on a regular basis
Mary did comparison shopping on her favorite brand of coffee. Over half of the stores priced the coffee at $1.70. Most of the remaining stores priced the coffee at $1.80, except for a few that charged $1.90. Which of the following statements is true about the distribution of prices? A. the mean and the mode are the same B. the mean is less than the median C. the mean is less than the mode D. the mean is greater than the mode
D. the mean is greater than the mode
Which of the following describes an advantage of the metric system over the customary system? A. The metric system is easier to use. B. Conversion within the metric system is consistent. C. All of the above D. The metric system is older, and therefore more developed. E. The metric system is easier to use & Conversion within the metric system is consistent.
E. The metric system is easier to use & Conversion within the metric system is consistent.
