In the diagram above, |PQ| = |PR| = |RS| and ∠RPS = 3...
In the diagram above, |PQ| = |PR| = |RS| and ∠RPS = 32°. Find the value of ∠QPR
72o
64o
52o
32o
26o
Correct answer is C
From the figure, < PSR = 32° (base angles of an isos. triangle)
∴ < PRS = 180° - (32° + 32°) = 116° (sum of angles in a triangle)
< QRP = 180° - 116° = 64° (angle on a straight line)
< PQR = 64° (base angles of an isos. triangle)
< QPR = 180° - (64° + 64°) = 52°
Similar Questions
A tap leaks at the rate of 2cm^3 per seconds. How long will it take the tap to fill a container ...
Evaluate \frac{0.009}{0.012}, leaving your answer in standard form....
If 32y + 6(3y) = 27. Find y...
Fati buys milk at ₦x per tin sells each at a profit of ₦y. If she sells 10 tins of milk, ho...
Find the limit of y = \frac{x^3 + 6x - 7}{x-1} as x tends to 1...
If the operation * on the set of integers is defined by P * Q = \sqrt{PQ}, find the va...