find the unknown angle in the following figures
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solution ke sath
answer =41 degree
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Answered by
2
Answer:
Step-by-step explanation:
angle PRQ = 98° (Vertically opposite angle)
triangle PRQ is isosceles.
angle P = angle PQR ______ 1)
angle P + angle PQR + angle PRQ = 180 (angles of triangle)
From 1)
2 * angle P + 98° = 180
angle P = 41°
angle PQR is opposite angle of angle x.
THus they both are equal
angle PQR = angle x = 41°
Answered by
1
Step-by-step explanation:
GIVEN :- PR = QR - (1)
FROM EQUATION 1
ANGLE Q = ANGLE P ( ANGLES OPPOSITE TO
EQUAL SIDES ARE EQUAL)
ANGLES R = 98 ( VERTICAL OPPOSITE ANGLE)
BY ANGLE SUM PROPERTY
P + Q + R = 180°
P + P + 98° = 180° ( AS ANGLE Q = ANGLE P )
2P = 180°- 98°
2P = 82°
P = 82° ÷ 2
P = 41°
AND ALSO
ANGLE P = ANGLE X ( VERTICALLY OPP ANGLES)
SO ,ANGLE X = 41°
HENCE SOLVED
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