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100 POINTS FOR WHO EVER SHOWS THE WORKS AND ANSWERS CORRECTLY. LEGIT 4 QUETIONS BUT MUST SHOW WORK!!

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SHOW YOUR WORK to solve each equation then answer the questions.

100 POINTS FOR WHO EVER SHOWS THE WORKS AND ANSWERS CORRECTLY. LEGIT 4 QUETIONS BUT-example-1
100 POINTS FOR WHO EVER SHOWS THE WORKS AND ANSWERS CORRECTLY. LEGIT 4 QUETIONS BUT-example-1
100 POINTS FOR WHO EVER SHOWS THE WORKS AND ANSWERS CORRECTLY. LEGIT 4 QUETIONS BUT-example-2
100 POINTS FOR WHO EVER SHOWS THE WORKS AND ANSWERS CORRECTLY. LEGIT 4 QUETIONS BUT-example-3
100 POINTS FOR WHO EVER SHOWS THE WORKS AND ANSWERS CORRECTLY. LEGIT 4 QUETIONS BUT-example-4
User Sam Sabin
by
5.2k points

2 Answers

3 votes

Question 1:

We can use the sum of interior angles to solve.

= 180 - (105 + 29)

= 180 - 134

= 46°

Question 2 and 3:

Angle 1 and Angle 2 create a supplementary angle (180 degrees)

Angle 1 + Angle 2 = 180

180 - 78 - 55 = 47° (Angle 2)

180 - 47 = 133° (Angle 1)

Question 4:

If you add an exterior angle and adjacent interior angle, it will add up to be 180°. If we were to divide in half (180 / 2 = 90). A right angle is an angle that measures 90°. Thus, proves that we can work it out with two right triangles.

Best of Luck!

User Ritzk
by
5.2k points
7 votes

Answer:

See below

Explanation:

1 . Missing angle

Sum of interior angles in the triangle = 180°

  • 180° - (105° + 29°) = 36°

2. Angle 1

  • Angle 1 is exterior angle of the triangle
  • Angle 1 = 55° + 78° = 133°

3. Angle 2

  • Angle 2 = 180° - (55° = 78°) = 47°

4. The sum of exterior angle and adjacent interior angle equals 180°

If they are equal, then each will measure 180°/2 = 90°

So it is possible with the right triangle

User HunterLiu
by
5.7k points