Question

solve for m∠uvw if m∠uvx = 52° and m∠xvw = 42°. answer attempt 1 out of 5. m∠uvw =

Explanation:

Step1: Identify angle - addition property

The measure of $\angle UVW$ is the sum of the measures of $\angle UVX$ and $\angle XVW$.

Step2: Calculate the measure of $\angle UVW$

$m\angle UVW=m\angle UVX + m\angle XVW$. Substitute $m\angle UVX = 52^{\circ}$ and $m\angle XVW=42^{\circ}$ into the equation: $m\angle UVW=52^{\circ}+ 42^{\circ}=94^{\circ}$.

Answer:

$94$