Question

10(4x-8y) by 5(x-2y)

algebraic question ​

Answer 1

Answer:

10 (4x - 8y) ÷ 5 (x - 2y)

=> (40x - 80y) ÷ (5x - 10y)

=> 40 (x - 2y) / 5(x - 2y)

=> 40/5 (x - 2y)²

=> 8 (x - 2y)²

hope it's gonna help you...☺

Answer 2

The value of algebraic expression = 8

GIVEN:- 10(4x-8y) by 5(x-2y)

TO FIND:- Value

SOLUTION:-

• By imply division which means that the given expression is in fraction.

Evaluate the numerator

$\frac{10(4x - 8y)}{5(x - 2y)} \\ = \frac{40x - 80y}{5(x - 2y)}$

In the numerator, we will take 40 as the common factor

$= \frac{40(x - 2y)}{5(x - 2y)}$

x- 2y is common in both numerator and denominator so it will be reduced to 1

$= \frac{40}{5} \\ = 8$

Hence, the value of algebraic expression = 8

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