Question

How to factor out 5(2x-1)^4+40x(2x-1)^3

Answer 1

note that \(5(2x-1)^3\) is a common factor

\[\large 5(2x-1)^3(2x-1)+5*8x(2x-1)^3\]

Answer 2

\[\large{5(2x-1)^4+40x(2x-1)^3}\]
\[\large{5(2x-1)(2x-1)(2x-1)(2x-1)+40x(2x-1)(2x-1)(2x-1)}\]

try to take \(\large{5(2x-1)(2x-1)(2x-1)}\) common

Answer 3

K thnx

Answer 4

well can u tell me what r u getting ?

Answer 5

5(2x-1)^3+([2x-1)+4x]
=5(2x-1)^3 (6x-1)

Answer 6

\[\large{5(2x-1)^3(2x-1+8x)}\]
\[\large{5(2x-1)^3(10x-1)}\]

Answer 7

How did u got 8x