Question

pqrs is a parallelogram whose diagonals intersect at M if angle PMS equal 54 degree, angle Q R S are equal to 25 degree and Angle SQR equal to 30 degree find angle RPS and angle PRS and angle PSR​

Answer 1

Answer:

Step-by-step explanation:

<SQR=<QSP=30

A/C TO ANGLE SUM PROPERTY

<PMS+<QSP+<RPS=180

54+30+<RPS=180

<RPS=180-84=96     ----------(i)

<QSRR+<QSP=<PSR=25+30=55  -----------(iii)

<SMR+<PMS=180     (LINEAR PAIR)

54+<SMR=180

<SMR=180-54=126

<SMR+<QSR+<PRS=180     (ANGLE SUM PROPERTY)

126+25+<PRS=180

<PRS=180-151=29   ---------------(ii)

ANSWER

(i)<RPS=96

(ii)<PRS=29

(iii)<PSR=55

hope it will helpss u....

plzzzzzz mark meeee....

Answer 2

Answer:

kssjdokewn8xyre7yf yd7rgy7f 7 ytrfnug7y8rtgufdhu8ffeoigygiyrfyufisfzizfgtfdfu79fgggfsggggggggggggggggggggggggggggggggggggggggggggggggggggggggdfydfgdyytrgy7aufyf76atyaraf76et67r67rg76uyrgbfggsfygys

Step-by-step explanation: