if the value of $x = 5$ find y if $x^{2} = y + 24$

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Solution

The correct option is D $1$
$x = 5 x^{2} = y + 24 5^{2} = y + 24 25 = y + 24 y = 1$

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if the value of x=5 find y if x2=y+24

The correct option is D 1x=5x2=y+2452=y+2425=y+24y=1

if the value of $x = 5$ find y if $x^{2} = y + 24$

The correct option is D $1$
$x = 5 x^{2} = y + 24 5^{2} = y + 24 25 = y + 24 y = 1$