Math Section 2 Review
Jeffrey: If John deposit $4000 into an account paying 6% annual interest compounded quarterly, how much money will be in the account after 5 years?
$5387.42 in the bank account
y-6=1/5(x+6) What are the coordinates and the slope? -larkin
(-6,6) and the slope is 1/5.
Name two points from the equation y=2x+4 that are whole numbers and are bigger than (0,4) and (6,10) -Rintaro
(2,6), (4,6)
Find point-slope form with the coordinates (1,2) and (2,3)
(2-b)= 1/1 (1-a)
y+5=4/5(x-3) What are the coordinates and the slope? -larkin
(3,-5) and the slope is 4/5.
Find points on graph using this equation: y-2=2(x-8)
(8,2) & (
-2x-y=-5 Turn this equation into a point slope form.
(y+5)=2(x-0)
Write an equation in point slope form: (-5,2) and (-6,4)
(y-2)=-2(x+5)
Write a point-slope equation for a line with the point (24,3) and slope 4.
(y-3)=4(x-24)
y=9x+3 Turn this equation into a point slope form.
(y-3)=9(x-0)
make a point slope equation with the given points, (3,4) (6,2)
(y-4)=-2/3(x-3) or (y-2)=-2/3(x-3)
Trina talks a lot, and says 450 words in two minutes. Create an equation in point slope form about how many words Trina says per minute.
(y-450) = 225 (x-2) or (y-225) = 225 (x-1)
Find the slope with the coordinates (1,3) and (3,5)
2/2
Find point slope form 1 point and the slope point = (5,9) slope= 3/5
7-9 = 3/5 (x-5)
(1,4) (2,8) Turn this into point slope.
8-4/1-2=4/1=4 Y-4=4(x-1)
Find the equation in slope intercept form and graph the line (3,-7) (8,6)
Graph
Graph an equation in slope intercept form with a Y-intercept of 6 and a slope of 1/3
Graph
Graph the equation Y=1/5x+3 -Dylan
Graph
Graph the equation y=-3x-1?
Graph
Graph the line y-4=3(x-2)
Graph
Graph these numbers (7,2) (4,1)
Graph
Graph y=3/1x+8
Graph
y-4-1/2(x+4)
Graph
Graph Y=1X+1
Graph John
Joe builders makes $120 every 5 day. When Joe started his company his uncle donated $300 to help him start his business. How much money does he have after 35 days. Nolan
Graph it
Graph this problem: 13=m(8+5) -larkin
Graph this: (8,13)
y-3=1/7(x+15) What are the coordinates and the slope?
Slope: 1/7 Coordinates: (15, 3)
4,4 and 3,3 in point slope form
Y-3=1(X-3) john
1,2 and 0,4 in Y=MX+B
Y=-2X+4
Write an equation in slope intercept from with the point (2,5) and a Y-intercept of 9
Y=-2x+9
(0,70) with a slope of 12 in Y=MX+B form
Y=12X+70 John
4,4 with a slope of 2 in Y=MX+B
Y=2X+2 John
Graph a line with a the points (2,5) and (6,15) Sushant
graph
Graph the equation given point slope form, y-2=3/4(x-7)
graph
Graph the equation y = 2x+(-2)
graph
graph y-2=2/3(x-4)
graph
graph y-4=3(x+5)
graph
graph y=6x+8
graph
Find the slope: 54=m(10+8) -larkin
m=54
What's the point and slops of y-5=-1/2(x+1)
slope = -1/2 or -2 point slope = (-1,5)
Find a slope with two points, (2,3) and (4,6)
slope: 4
Jeffrey: System of Equation: 14x + 1/4y = 164, 27x + 37/4y = 277
x = 11.7943, y = -4.4808
Put the information given into point slope form: Slope: -2 Point: (-5, -2)
y + 2 = -2 (x + 5)
Put the information given into point slope form: Slope: 2 Point: (-1,-3)
y + 3 = 2 (x + 1)
Put the information given into point slope form: Slope: 8 Point: (-4, -9)
y + 9 = 8 (x + 4)
Put the information given into point slope form: Slope: 3 Point: (2,1)
y - 1 = 3 (x - 2)
Babushka Olga can make 21 piroshki every 3 days. After 24 days, she made 168 piroshki. What is the point-slope equation for how many piroshki she can make.
y - 21 = 7 ( x - 3 )
Create a point-slope equation from the points (3,7) and (-2,5) Sushant
y - 7 = 2/5 (x - 3) or y - 5 = 2/5 (x + 2)
Make a point-slope equation with the point (8,7) and a slope of 9/2 Sushant
y - 7 = 9/2 (x - 8)
Create a slope intercept equation for the points (10,4) and (5,12) -Dylan
y = -1.6x + 20
Turn this into slope intercept form -8-y = 1/4x
y = -1/4x - 8
Vladimir has 672 potatoes before the famine. During the famine, he was only able to feed 1 potato to each farmer every year. The famine lasted 5 years and he had 100 farmers. What is the slope-intercept equation needed to track Vladimir's degrading food supply.
y = -100x + 672
Write in Slope Intercept Form: (3,1) with the Y-intercept as 4
y = -1x + 4
Convert (2,8) and (6,12) to slope-intercept form
y = 1x + 6
Make a slope intercept equation using the points (3,2) and (-1,0) Sushant
y = 2/1x -1
Find the slope intercept equation from a point (5,0) and a slope of 3/4 Sushant
y = 3/4x + 5
Create a point slope equation from the point (1,-2) and a slope of 1/3 -Dylan
y+2=1/3(x-1)
Andrew: Write in point slope form with the given points. (2,-5) (5,3)
y+5=8/3(x-2)
Turn the points (2,-6) (4,3) into point slope form
y+6 = 4.5(x-2)
Find point slope form 2 points point 1 = (4,9) point 2 = (2,1)
y-1 = 4 (x-2)
Turn Y=3x+0.5 into slope intercept form -Dylan
y-2=3(x-1.5)
turn Y=3x+0.5 in slope intercept form
y-2=3(x-1.5)
Make a point slope equation out of the point (2,3) and slope of -1/2
y-3 = -1/2(x-2)
Make a slope-intercept equation out of (1,3) and a slope of 5
y-3 = 5(x-1)
Convert (1,3) and (2,12) to point-slope form
y-3 = 9(x-1)
Turn 3x+4y=12 into point slope form.
y-3=-3/4(x-0)
Andrew: Write in point slope form with the given point and slope. Point= (9,3) Slope= 6
y-3=6(x-9)
Make point slope form using the points provided: (3,4) & (5,8)
y-4= 2(x-3)
4,4 with a slope of 2 in point slope
y-4=2(x-4) John
(8,4) (3,1) write a point slope equation with these points
y-4=3/5(x-8) or y-1=3/5(x-3)
Turn (1,5) and (-2,3) to point slope form
y-5=2/3(x-1)
convert (1,5) and (-2,3) into point slope form
y-5=2/3(x-1)
5,6 and 6,7 in point slope form
y-7= 1(X-6)
Turn the points (1,8), (3,16) into point-slope form.
y-8=1/3(x-1)
Find the point-slope equation of the point (-7,9) and the slope -3/5.
y-9=-3/5(x+7)
Create a point-slope equation using the points (9,4.5) and (18,9) -Dylan
y-9=0.5(x-18)
Find the slope, the y-intercept, and the equation in slope intercept from: (-1,-4) (3, -8)
y= -2x+6
Write in slope intercept form with points of (1,6) and (5,2)
y=-1x+7
Make an equation for slope intercept: (6,2) and (3,5)
y=-1x+8
Convert the point (3, 9) and the slope -2/3 into slope-intercept form.
y=-2/3x+11
Write y-4=1/2(x-0) in slope intercept form
y=1/2x+4
Every month Bandpiper Middle School sports teams lose 10 games, for every month of the year, for the next infinity years. If they already lost 30 games the year before, write a point-intercept equation to represent the total number of loses of Bandpiper per month. - Rintaro
y=10x+30
Turn the points (-2,5) and (-8, -7)
y=2x+9
The hourly wage at the secret McDonald's restaurant under Sandpiper School is 3 dollars an hour, along with a 100 dollar bonus you get when you sign up for the underground black market business. Write a slope intercept equation for the money earned by an employee per hour. -Rintaro
y=3x+100
write a slope intercept equation where the slope is 3 and one of the points is (7,8)
y=3x-13
write a slope intercept equation with the slope 3 and a point (7,8)
y=3x-13
Andrew: Write in slope intercept form with the given points. (6,-3) (7,1)
y=4x-27
9x+y=5
y=5+9x
2x+y=7
y=7+2x
Andrew: Write in slope intercept form with the given point and slope. Point=(6,2) Slope=8/9
y=8/9x-3.33
