Question

In the given figure if angle r o q equals to 90 degree and Angle p o s ratio angle r o s equal to 4 ratio 5 and poq is a line then the value of angle s o q is

Answer 1

Answer:

pos+ros+roq=180

pos+ros+90=180

pos+ros=180-90

pos+ros=90

4x+5x=90

9x=90

x=90/9

x=10

the value of angle soq is 10degree

Answer 2

Answer:

140°

Step-by-step explanation:

TO FIND ∠SOQ

LET ∠SOQ=X

THE VALUE OF ∠ROQ=90°

AND VALUE OF ∠ROS=50° (AFTER CONVERTING IT FROM RATIO)

         VALUE OF ∠POS=40° (AFTER CONVERTING IT FROM RATIO)

∴ X=∠ROQ+∠POS

  X=90°+50°

  X=140°

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