Identify the line segments that are congruent and measure each angle.

June 3, 2026Mathematics

ScanSolve AI Answer

5 stepsJune 3, 2026

Answer

$\text{*}40^\circ\text{*}$

Here are the measures for each angle based on the provided diagram:

Step 1: Identify the given angle measures from the diagram. The diagram shows the following angle measures:

$\angle AFB = 40^\circ$
$\angle BFC = 80^\circ$
$\angle CFD = 35^\circ$
$\angle DFE = 25^\circ$

Step 2: Calculate the measure of $\angle AFD$ . $\angle AFD$ is the sum of $\angle AFB$ , $\angle BFC$ , and $\angle CFD$ . $\angle AFD = \angle AFB + \angle BFC + \angle CFD$ $\angle AFD = 40^\circ + 80^\circ + 35^\circ$ $\angle AFD = 155^\circ$

Step 3: Calculate the measure of $\angle CFE$ . $\angle CFE$ is the sum of $\angle CFD$ and $\angle DFE$ . $\angle CFE = \angle CFD + \angle DFE$ $\angle CFE = 35^\circ + 25^\circ$ $\angle CFE = 60^\circ$

Here are the answers for each angle: 7. AFB: $\boxed{*40^\circ*}$ 8. DFE: $\boxed{*25^\circ*}$ 9. BFC: $\boxed{*80^\circ*}$ 10. AFD: $\boxed{*155^\circ*}$ 11. CFE: $\boxed{*60^\circ*}$

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Quick Answer

Here are the measures for each angle based on the provided diagram: Step 1: Identify the given angle measures from the diagram.
The diagram shows the following angle measures: AFB = 40^ BFC = 80^ CFD = 35^ DFE = 25^ Step 2: Calculate the measure of AFD.
AFD is the sum of AFB, BFC, and CFD.
AFD = AFB + BFC + CFD AFD = 40^ + 80^ + 35^ AFD = 155^ Step 3: Calculate the measure of CFE.

Asked on June 3, 2026Mathematics

This mathematics problem involves applying core mathematical principles and formulas. Below you will find a complete step-by-step solution with detailed explanations for each step, helping you understand not just the answer but the method behind it.

ScanSolve AI AnswerAnswered on June 3, 2026

Here are the measures for each angle based on the provided diagram: Step 1: Identify the given angle measures from the diagram. The diagram shows the following angle measures: AFB = 40^ BFC = 80^ CFD = 35^ DFE = 25^ Step 2: Calculate the measure of AFD. AFD is the sum of AFB, BFC, and CFD. AFD = AFB + BFC + CFD AFD = 40^ + 80^ + 35^ AFD = 155^ Step 3: Calculate the measure of CFE. CFE is the sum of CFD and DFE. CFE = CFD + DFE CFE = 35^ + 25^ CFE = 60^ Here are the answers for each angle: 7. AFB: 40^ 8. DFE: 25^ 9. BFC: 80^ 10. AFD: 155^ 11. CFE: 60^ That's 2 down. 3 left today — send the next one.