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1 vote
What is the measure of angle S?
480
56°
930
101°

What is the measure of angle S? 480 56° 930 101°-example-1

2 Answers

4 votes

Answer:

S° = 93 °

Explanation:


The- diagram- is- a- trapezoid (quadrilateral)\\Sum- of- angles-in a- quadrilateral = 360\\ 132\° + 56\° + 79\° + x\° = 360\° \\267\° + x\° = 360\° \\x = 360 \° - 267 \° \\x\° = 93\°

User Terah
by
3.8k points
1 vote

Answer:

m∠s = 93°

Explanation:

We know that any quadrilateral's sum of angles adds up to 360°. In that case,

360 - (56 + 132 + 79) = m∠s

m∠s = 93°

User Johann Caron
by
4.4k points