Question

) (7x² – 14x) ÷7 (x - 2)​

Answer 1

Answer:

x answer

Step-by-step explanation:

7x²-14x

----------

7(x-2)

take 7x common

7x(x-2)

----------

7(x-2)

7x/7=x answer

Answer 2

Given equation is,

$(7x^{2}-14x)\div7 (x - 2)$

This equation can be written as,

$\frac{ (7x^{2}-14x)}{7 (x - 2)}$

From numerator we can take $7$ as common.

we get,

$\frac{7 (x^{2}-2x)}{7 (x - 2)}$

The number $7$ in both numerator and denominator get canceled.

$\frac{ (x^{2}-2x)}{ (x - 2)}$

Take $x$ common in numerator.

$\frac{x (x-2)}{ (x - 2)}$

The expression $x-2$ in both numerator and denominator get canceled.

We get,

$x$

Therefore, the final answer after simplification is $x$.