Question

find the value of each variable and the measure of each angle. x = 24 y = 60 (simplify your answers.) find the measure of each angle. (y + x)° = 4x° = (2y - x)° = remaining angle =

Explanation:

Step1: Calculate the value of $4x$

Given $x = 24$, then $4x=4\times24 = 96^{\circ}$

Step2: Calculate the value of $y + x$

Given $y = 60$ and $x = 24$, then $y + x=60 + 24=84^{\circ}$

Step3: Calculate the value of $2y - x$

Substitute $y = 60$ and $x = 24$ into $2y - x$. So $2y - x=2\times60-24=120 - 24=96^{\circ}$

Answer:

$4x = 96^{\circ}$, $(y + x)=84^{\circ}$, $(2y - x)=96^{\circ}$