Question

TRIM is a rectangle and its diagonals intersect at P. If m<MPT = 30°, find m<RPI and m<PIR.​

Answer 1

Given

¡. MPT = 30°

¡¡. diagonals intersect at p

¡¡¡. TRIM Is a rectangle

To find

¡. m<RPl

¡¡. m<PIR

Proof

m <MPT=m<RPI [vertically opposite angles]

m<RPI = 30°

m<RIM = 90°[rectangle vertices are 90°]

m<PRI = 1/2 m<RIM

m<PRI = 90°/2

m<PRI = 45°

Hence found

Answer 2

Answer:

m angle RPI=30°

AND

m angle PIR=75°