B. FIND THE MEASURE OF THE MISSING ANGLE AND IDENTIFY THE KIND OF TRIANGLE AS ACUTE, OBTUSE, RIGHT OR EQUIANGULAR. I HOPE YOU CAN ANSWER THIS QUESTION ASAP . Created by rozelcastaneda15. Math

ANSWERS:For Number One.• Obtuse TriangleFor Number Two.• Right TriangleFor Number Three.• Isosceles Triangle• Acute TriangleFor Number Four.• Acute TriangleFor Number Five. • Obtuse TriangleFor Number Six.• Acute TriangleFor Number Seven.• Obtuse TriangleFor Number Eight.• Equiangular TriangleFor Number Nine.• Acute TriangleFor Number Ten.• Right Triangle

B. FIND THE MEASURE OF THE MISSING ANGLE AND IDENTIFY THE KIND OF TRIANGLE AS AC...

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ANSWERS:

For Number One.

$\begin{array}{l} \tt m \angle C =180 - (20 + 100) \\ \tt m \angle C =180 - 120 \\ \tt m \angle C = 60 \degree \end{array}$

• Obtuse Triangle

For Number Two.

$\begin{array}{l} \tt m \angle B =180 - (55 + 35) \\ \tt m \angle B =180 - 90 \\ \tt m \angle B = 90 \degree \end{array}$

• Right Triangle

For Number Three.

$\begin{array}{l} \tt m \angle A =180 - (68 + 44) \\ \tt m \angle A =180 - 112 \\ \tt m \angle A = 68 \degree \end{array}$

• Isosceles Triangle

• Acute Triangle

For Number Four.

$\begin{array}{l} \tt m \angle C=180 - (79 + 73) \\ \tt m \angle C =180 - 152\\ \tt m \angle C = 28\degree \end{array}$

• Acute Triangle

For Number Five.

$\begin{array}{l} \tt m \angle B =180 - (96 + 61) \\ \tt m \angle B =180 - 157 \\ \tt m \angle B = 23 \degree \end{array}$

• Obtuse Triangle

For Number Six.

$\begin{array}{l} \tt m \angle A =180 - (59 + 66) \\ \tt m \angle A =180 - 125\\ \tt m \angle A = 55 \degree \end{array}$

• Acute Triangle

For Number Seven.

$\begin{array}{l} \tt m \angle C =180 - (18 + 123) \\ \tt m \angle C =180 - 141 \\ \tt m \angle C = 39 \degree \end{array}$

• Obtuse Triangle

For Number Eight.

$\begin{array}{l} \tt m \angle B =180 - (60 + 60) \\ \tt m \angle B =180 - 120 \\ \tt m \angle B = 60 \degree \end{array}$

• Equiangular Triangle

For Number Nine.

$\begin{array}{l} \tt m \angle A =180 - (65 + 89) \\ \tt m \angle A =180 - 154 \\ \tt m \angle A = 26 \degree \end{array}$

• Acute Triangle

For Number Ten.

$\begin{array}{l} \tt m \angle C =180 - (40 + 50) \\ \tt m \angle C =180 - 90 \\ \tt m \angle C = 90 \degree \end{array}$

• Right Triangle

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