Factor
Factor 10x+15
5(2x+3)
Simplify 3(q+1)
3q+3
-3x+12-16+7x
4x-4
(4x-2)+(-7x-3)
-3x-5
3x-6
-3x+6
Factor 4x+6
2(2x+3)
Simplify -4(q+7)
-4q-28
15m-26+12x-12+(-3m)
12x-38
(6x+5)-(3x-2)
-11x+16
-4x-8
4x+8
Factor 9x-12
Simplify 10-(3-9)2(2 is squared)+7
-19
12p+9p-6p+14-26+2p
17p-12
(-7x-14)-(x-5)
-8x-9
True or False: When simplified, a linear expression can not contain a variable in the denominator of the fraction.
True
Factor 5j-12
5(j-3)
Simplify -3(4x-10) then factor
-12x+30
-6(-2x+5)
-8g+12-15g-2g-17
-25g-5
(1/3x+9)+(5/12x-4)
11/12x-4
True or False: We are able to factor 12x+7y
False: There are no common factors between 12 and 7; therefore the problem can not be factored.
Factor x2-4x
x(x-4)
Simplify -6x(-3x+6)
-18x2(2 is squared)-36
-8x+12-8x+15+15x-22-x
2x-5
(-1/2x+7/10)-(-3/4x-1/5)
1/4x+9/10
True or False: When adding or subtracting fractions, if we have different denominators you can add and subtract right away and get your correct answer. If False, what is the next step you need to do?
False, we can NOT add or subtract fractions with different denominators. In order to add or subtract fractions to get the correct answer, you need to find the least common denominator.