A triangle has an exterior angle of 110°, and its interior opposite angles are (2y + 10) deg and (3y) deg. Find the larger of these two interior opposite angles.

Question

Accepted Answer

60. (2y+10) + 3y = 110, 5y + 10 = 110, 5y = 100, y = 20. Angles: 2(20)+10 = 50 and 3(20) = 60. Larger = 60°.

A triangle has an exterior angle of 110°, and its interior opposite angles are $(2 y + 10)$ deg and $(3 y)$ deg. Find the larger of these two interior opposite angles.

Step-by-Step Solution

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More Class 7 Exterior Angle Property practice

A triangle has an exterior angle of 110°, and its interior opposite angles are (2y+10) deg and (3y) deg. Find the larger of these two interior opposite angles.

Step-by-Step Solution

Master this chapter in 30 minutes a day.

More Class 7 Exterior Angle Property practice

A triangle has an exterior angle of 110°, and its interior opposite angles are $(2 y + 10)$ deg and $(3 y)$ deg. Find the larger of these two interior opposite angles.