Question

Find the measure of the missing angles.

Answer
Attempt 1 out of 2
b=
O
Submit Answer
118⁰
C =
O

Answer 1

You provided the measure for angle C as
`\( 118^\circ \).` To find angle b, we can use the fact that the sum of angles in a straight line is
`\( 180^\circ \)`. Since angle C is part of this straight line, we can calculate b as follows:

`\[ b = 180^\circ - C \]`

`\[ b = 180^\circ - 118^\circ \]`

`\[ b = 62^\circ \]`

Therefore, the measure of angle
`\( b \)` is
`\( 62^\circ \).`.

To summarize:

`\[ b = 62^\circ \]`

`\[ C = 118^\circ \]`

These values satisfy the condition that the sum of angles in a straight line is
`\( 180^\circ \).`