If x - 8 and y - 2 - evaluate - -4y-2

Question

If  x - 8  and  y - 2  - evaluate - -4y-2

Toppr Admin · Accepted Answer

The value of - -4y-2 - for - x - 8 - and - y - 2 - is calculated as follows-text-Putting the value of x- y in given equation- - -4y-2 - -4 -times 2-2 -160- - -8-2 -160- - 64 -160-Hence- the value of - -4y-2 - for - x - 8 - and - y - 2 - is - 64 -

If $$ x = 8 $$ and $$ y = 2 $$ , evaluate :
$$ (4y)^2 $$

The value of $$ (4y)^2 $$ for $$ x = 8 $$ and $$ y = 2 $$ is calculated as follows,
$$\text{Putting the value of x, y in given equation. }$$
$$ (4y)^2 = (4 \times 2)^2 $$
$$ = (8)^2 $$
$$ = 64 $$
Hence, the value of $$ (4y)^2 $$ for $$ x = 8 $$ and $$ y = 2 $$ is $$ 64 $$

If $$ x = 8 $$ and $$ y = 2 $$ , evaluate :$$ (4y)^2 $$

The value of $$ (4y)^2 $$ for $$ x = 8 $$ and $$ y = 2 $$ is calculated as follows,$$\text{Putting the value of x, y in given equation. }$$$$ (4y)^2 = (4 \times 2)^2 $$ $$ = (8)^2 $$ $$ = 64 $$ Hence, the value of $$ (4y)^2 $$ for $$ x = 8 $$ and $$ y = 2 $$ is $$ 64 $$

If $$ x = 8 $$ and $$ y = 2 $$ , evaluate :
$$ (4y)^2 $$

The value of $$ (4y)^2 $$ for $$ x = 8 $$ and $$ y = 2 $$ is calculated as follows,
$$\text{Putting the value of x, y in given equation. }$$
$$ (4y)^2 = (4 \times 2)^2 $$
$$ = (8)^2 $$
$$ = 64 $$
Hence, the value of $$ (4y)^2 $$ for $$ x = 8 $$ and $$ y = 2 $$ is $$ 64 $$