Determine the dimensions of the rectangle in terms of x.
(2x+3)(3x-2)
Find the length and width given the following area
3x2+27x
Length: 3x
Width: x+9
Factor the polynomial:
p2+9p-36
What is (p+12)(p-3)?
Find the quotient:
(x2-1)÷(x-1)
x+1
Simplify by dividing
(9x^2-3x+12)/(3x)
3x-1+4/x
Determine the dimensions of the rectangle in terms of x. (Everything is positive)
(x+2)(x+3)
Find the length and width given the following area
x^2+5x-14
Length: x-2
Width: x+7
Factor the polynomial:
6x2-96
6(x-4)(x+4)
Simplify the polynomial:
(15x^2-27x-6)/(x-2)
3(5x+1)
Simplify by dividing
(4x^5-3x^3+4x-12)/(4x)
(x^4)-((3x^2)/4)+1-3/x
Determine the dimensions of the rectangle in terms of x. (Reds are negative)
(x-2)(x+3)
If a basketball court has an area of x2-4 what are the measurements of the length and width.
(x-2) and (x+2)
Factor the polynomial:
2x2+5xy+2y2
(2x+y)(x+2y)
Find the quotient:
(2v^2+11v+5)/(2v+1)
v+5
Simplify by dividing:
(3x^5y^2-15x^3y^4+6xy)/(9xy)
(x^4y)/3-(5x^2y^3)/3+2/3
Determine the dimensions of the rectangle in terms of x. (Reds are negative)
(x-3)(x-5)
The volume of a wooden crate is 3y3+16y2+64y. What are the possible dimensions of the crate?
One side would be 3y, the other 2 would both by (y+8)
Factor the polynomial: 5n2-5
5(n-1)(n+1)
Find the quotient:
(7a^2+53a+28)/(a+7)
7a+4
Simplify by dividing
(3x^3y^3-6xy-x^2y^2)/(3xy)
x^2y^2-2-(xy)/3