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Friday, August 12, 2022

The ratio between the three angles of a quadrilateral is 1 : 4 : 5 respectively. The value of the fourth angle of the quadrilateral is 60. What is the difference between the value of the largest and the smallest angles of the quadrilateral?

The ratio between the three angles of a quadrilateral is 1 : 4 : 5 respectively. The value of the fourth angle of the quadrilateral is 60. What is the difference between the value of the largest and the smallest angles of the quadrilateral?
A$120^∘ $
B$90^∘$
C$110^∘$
D$100^∘$

Correct answer is: 120

Explanation:

x+4x+5x+60=360

10x=300

x=30

Therefore, Required difference=5xx=4x

=4×30=120

Nithin
answered Aug 13 '2022 at 10:54

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