Question

Parallelogram JSTP∼parallelogram BFMY

Answer 1

Answer:

$\angle P=\angle Y;$

$\overline {ST}$ and $\overline {FM};$

$\angle T=\angle M;$

$\overline {JP}$ and $\overline {BY}.$

Step-by-step explanation:

Similar figures have proportional corresponding sides and congruent corresponding angles. If parallelogram JSTP is similar to parallelogram BFMY, then

• $\angle J=\angle B;$
• $\angle S=\angle F;$
• $\angle T=\angle M;$
• $\angle P=\angle Y;$
• $\dfrac{JS}{BF}=\dfrac{ST}{FM}=\dfrac{TP}{MY}=\dfrac{JT}{BM}=\dfrac{JP}{BY}=\dfrac{SP}{FY}.$