△nmk ≅ △trp, use the figure below to answer questions #1 - 3. what is the perimeter of triangle trp? given that triangle nmk has side lengths of 20, 15, and 25

Question

Accepted Answer

# Answer:
$60$
# Explanation:
## Step1: Use the property of congruent triangles
Since $\triangle NMK\cong\triangle TRP$, their corresponding sides are equal.
## Step2: Calculate the perimeter of $\triangle NMK$
The perimeter of $\triangle NMK$ is $20 + 15+25$.
$$
\begin{align*}
20 + 15+25&=(20 + 15)+25\
&=35 + 25\
&=60
\end{align*}
$$
## Step3: Determine the perimeter of $\triangle TRP$
Because $\triangle NMK\cong\triangle TRP$, the perimeter of $\triangle TRP$ is equal to the perimeter of $\triangle NMK$. So the perimeter of $\triangle TRP$ is $60$.

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QUESTION IMAGE

Question

Explanation:

Step1: Use the property of congruent triangles

Step2: Calculate the perimeter of \(\triangle NMK\)

Step3: Determine the perimeter of \(\triangle TRP\)

Answer: