Simplify the following expression:
-3+6x-7+4x
10x-10
Simplify:
4^-10*4^7
1/4^3
Simplify:
(x^4)^4
x^16
Simplify:
(6x^3y^7)(5xy)
30x^4y^8
Translate the following expression:
"The quotient of a number and -10"
x/-10
Simplify and write in standard form:
(18-7x)-(8x+12)
-15x+6
What number makes this statement true?
x^-3*x^?=1/x^5
-2
Subtract -5x^5y^6 from 12x^5y^6
17x^5y^6
Simplify the following expression then factor:
5(2p+4)-13-2p+9
8(p+2)
Evaluate in scientific notation:
(3.2times10^-4)+(9.2times10^-6)
3.291times10^-4
Factor if possible:
25x-55y
5(5x-11y)
Evaluate in scientific notation:
(3times10^4)(2.4times10^9)
7.2times10^13
Translate the following expression:
"The difference of thrice a number and 2"
3x-2
Evaluate in scientific notation:
(3.1times10^6)-(4.7times10^4)
3.053times10^6
Simplify:
(-7)^5*(-7)^12
(-7)^17
Simplify:
(18m^12n^5)/(81m^5n^9)
(2m^7)/(9n^4)
Simplify The Following Expression:
10-(3x+7)-42+7x
4x-39
Evaluate in scientific notation:
(3times10^9)/(4times10^4)
7.5times10^4
What number makes this statement true?
x^?/x^-4=x^9
5
Simplify then factor:
26x-2(3x+4y)-10y
2(10x-9y)
Translate the following Expression:
"The amount of water in a pool plus 3 ounces per hour"
p+3z
Evaluate in scientific notation:
(3.6times10^4)/(1.2times10^9)-(6.3times10^-2)
-6.297times10^-2
Factor is possible:
13x+117y
13(x+9y)
Simplify and write in standard form:
(2x^2-10+6x-y)+(y^2+4x^2-2x+5)
6x^2+4x+y^2-y-5
Simplify:
(2xy^4)^5
32x^5y^20
Subtract the product of 18x^-3 and 3x^8y^3 from the quotient of 56x^10y^-4 and 7x^5y^-7
-46x^5y^3