5 of 125 of 12 Items

Question 1

Part 1: If ∠b
is 132°
, then which equation should be used to determine the measure of ∠w
?

(1 point)
Responses

w+132=180
w plus 132 is equal to 180

w−132=180
w minus 132 is equal to 180

w+132=90
w plus 132 is equal to 90

b+w=132
b plus w is equal to 132
Question 2
(1 point)
The measure of ∠w
is
degrees.
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1 answer

To determine the correct equation to find the measure of ∠w given that ∠b is 132°, we need to understand the relationship between the angles involved.

Assuming that ∠b and ∠w are supplementary angles (which typically means they add up to 180°), the correct equation would be:

w + 132 = 180

So, the correct response for Question 1 is:

"w plus 132 is equal to 180"


For Question 2, to find the measure of ∠w, you would solve the equation:

w + 132 = 180

Subtracting 132 from both sides gives:

w = 180 - 132 w = 48°

So, the measure of ∠w is 48 degrees.

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