49a^4-112a^2b^2+64b^4

hint: I see a perfect square

Similar Questions

What is the fourth term of (d - 4b)^3?- b^3 - -b^3 - 64b^3 - -64b^3

Top answer: The fourth term of the expression (d - 4b)^3 can be determined using the binomial expansion formula. Read more.
I need help factoring 64b^2-(q+r)^2

Top answer: difference of two squares (a^2-b^2 =(a-b)(a+b) in general here (8b-(q+r))(8b+(q+r)) = Read more.
(7a)^-21/(7a^2) 1/49a^2

Top answer: 1/(7a)^2 = 1/(49a^2) Read more.
Simplify:sqrt(49a^6) Thanks.

Top answer: 7a^3 Read more.
Use the “difference of squares” rule to factor the following expression: 100a^6-64b^8

Top answer: 100a^6 - 64b^8. First, take the sqrt of each term: (10a^3 + 8b^4)(10a^3 - 8b^4), Factor again: Read more.
Show all work. Find the quotient:49a^2-b^2/7a-b

Top answer: [(7a-b)(7a+b)]/(7a-b) =7a+b Read more.
Essay: show all work. Find the quotient:49a^2-b^2/7a-b

Top answer: I will assume you meant (49a^2 - b^2)/(7a - b) clearly a difference of squares = (7a+b)(7a-b)/(7a-b) Read more.
Essay. Show all work. Find the quotient.49a^2-b^2 --------- 7a-b

Top answer: factor the numerator, it is a difference of squares Read more.
Essay. Show all work. find the quotient: 49a^2-b^2--------- 7a-b

Top answer: Try factoring the numerator. It is the difference of two squares. One monomial factor will cancel Read more.
Could someone check this problem for me?7a^6/10v^4 multiplied by 100v^7/49a answer 10a^5v^3/7

Top answer: that's what I got, looks good Read more.