Question

if two equal angles of a quadrilateral are 70° is and other two angles are in the ratio 5 is to 17 what is the measure of each of these two angles ​

Answer 1

Answer:

sum of 2 angles=70x2:140

sum of other 2 angles = 360-140

=220

Ratio -5:17

220x5/22 = 50 degree(i) Ans

220x17/22=.170 degree (2) Ans

Answer 2

Answer: 25° and 85°

Step-by-step explanation: A triangle has an angle that measures 70°. The other two angles are in a ratio of 5:17. What are the measures of those two angles?

70° + 5n + 17n  =  180°

70° + 22n  =  180° Combine like terms

22n  =  180° − 70° Subtract 70° from both sides

22n  =  110° Simplify

n  =  5° Divide both sides by 22

Now plug in n = 5° to find the measures of the angles.

5n and 17n

5 × 5° and 17 × 5°

25° and 85°

So, the measures of the two angles are 25° and 85°.