Question

If ΔPQR ≅ ΔEFD, P = 60° and R = 50°, then, find the measure of F

Answer 1

It is given that

It is given thatAnd is the mid point of

It is given thatAnd is the mid point of So

It is given thatAnd is the mid point of So And is the mid point of

It is given thatAnd is the mid point of So And is the mid point of So

It is given thatAnd is the mid point of So And is the mid point of So And is the mid point of

It is given thatAnd is the mid point of So And is the mid point of So And is the mid point of So

It is given thatAnd is the mid point of So And is the mid point of So And is the mid point of So We have to prove that

Answer 2

Answer:

$\huge \mathfrak \pink{your \: answer \: is \: here}$

given thatPQ=PR

∠PQR=∠PRQ

Because we know that  angles opposite to equal sides are equal

∴∠Q=∠R

given that ∠R=50∘

∴∠Q=50∘

$\huge \mathtt \red{i \: hope \: it \: is \: helpful \: for \: you}$