1086 MATH (PACE)
Simplify the radicals. Square root of (144 * a^2 * b^3 * c) =
+/- 12ab * square root of (bc)
Simplify the radicals. Square root of (288 * x^3 * y * z^5) =
+/- 12xz2 * square root of (2xyz)
Know how to use a chart to estimate the square root of a number. Round all answers to the thousandths' place. Square root of 232
+/- 15.232
Estimate the square root of the number. Round to the thousandths' place. (Remember how to use the chart) Square root of 381 =
+/- 19.519
Square Root of 36
+/- 6
Simplify the radicals. Square root of (180 * a^4 * b * c^7) =
+/- 6 a^2 c^3 * square root of (5bc)
The expression the square root of 49 = __________ .
+/- 7
Simplify the radical. Square root of (128 * x * y * z^4) =
+/- 8z^2 * square root of (2xy)
Simplify the radical. Square root of 125 / 10 =
+/- Square root of 5 / 2
Simplify the radical. Square root of 32 / 4 =
+/- square root of 2
Simplify a radical. Square root of 300 / 20 =
+/- square root of 3 / 2
Simplify the radical. Square root of 147 / 21 =
+/- square root of 3 / 3
Simplify the radical. Square root of 112 / 12 =
+/- square root of 7 / 3
Solve and simplify. (-1/3)^3 =
-1/27
-345 + 218 =
-127
-5.7 * 0.36 =
-2.052
300/-12 =
-25
0.63 * -41 =
-25.83
-236 + -145 =
-381
Write these numbers in decimal form. 6.4 * 10^-7 =
0.00000064
Write the number in decimal form. 4.7 * 10^-5 =
0.000047
Write these numbers in decimal form. 5.0 * 10^-5 =
0.00005
18^0 =
1
Solve and simplify. 7^0 =
1
865 - -459 =
1,324
Write these numbers in scientific notation. 11,000,000
1.1 * 10^7
Solve and Simplify: 5^-2 =
1/25
Solve and simplify. (5^2)^-1 =
1/25
(-1/2)^2 =
1/4
Solve and simplify. (2^-3)^2 =
1/64
Change decimal number to the correct base. 135 = __________ base-2
10000111
Change each decimal number to the correct base. 217 = __________ base 2
11011001
Write the decimal value. 162 base-8
114
Solve and simplify. (2*6)^2 =
144
The expression 12^2 = __________ .
144
-12.7 * -1.3 =
16.51
Solve and simplify. 13^2 =
169
Write the number in decimal form. 1.9 * 10^4 =
19,000
Write the number in scientific notation. 250,000 =
2.5 * 10^5
Write these numbers in scientific notation. 280,000,000
2.8 * 10^8
-294/-14 =
21
(3 * 5)^2 =
225
-285 - -579 =
294
Solve and simplify. (3 * 10^2) (1 * 10^3) =
300,000
Change decimal number to the correct base. 227 = __________ base-8
343
6^2
36
Solve and simplify. 6^8 / 6^6 =
36
Write the number in scientific notation. 47,000,000 =
4.7 * 10^7
101010 base-2
42
Write the decimal value of the number. Make sure you use the correct base. 652 base 8
426
Solve and simplify. (-1/7)^-2 =
49
Write these numbers in scientific notation. 0.000053
5.3 * 10^-5
Change each decimal number to the correct base. 346 = __________ base 8
532
-495/-9 =
55
Write the decimal value of the number. Make sure you use the correct base. 111011 base 2
59
Write these numbers in scientific notation. 0.0069
6.9 * 10^-3
3^0 * 2^4 * 2^2 =
64
Solve and simplify. (4^-1)^-3 =
64
Write the number in scientific notation. 0.0000007 =
7.0 * 10^-7
Write these numbers in scientific notation. 0.0000007
7.0 * 10^-7
Write these numbers in scientific notation. 85,000
8.5 * 10^4
Solve and simplify. (3/2)^-3 =
8/27
Solve and simplify. 3^0 * 3^1 * 3^3 =
81
Write these numbers in decimal form. 8.2 * 10^4 =
82,000
Write these numbers in decimal form. 9.0 * 10^6 =
9,000,000
ROMANS 12:2
And be not conformed to this world: but be ye transformed by the renewing of your mind, that ye may prove what is that good, and acceptable, and perfect, will of God.
square
a number multiplied by itself
square root
a number that when multiplied by itself gives us the original number
In the expression 12^2 , 12 is the __________ , and 2 is the __________ .
base exponent
binary
base 2
octal
base 8
Another name for the base-2 number system is the __________ number system.
binary
Another name for the base-10 number system is the __________ number system.
decimal
Another name for the base-8 number system is the __________ number system.
octal
The __________ is the number under the radical sign.
radicand
A number multiplied by itself is the __________ of that number.
square
A __________ is used to show to which base a number belongs.
subscript
subscript
tells the base to which a number belongs
radicand
the number under the radical sign
