One way to build stairs is to attach triangular blocks to an angled support, as shown at the right. If the support makes a 32Â° angle with the floor, what must mâ 1 be so the step will be parallel to the floor? The sides of the angled support are parallel. *

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07-10-2021
Mathematics

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One way to build stairs is to attach triangular blocks to an angled support, as shown at the right. If the support makes a 32Â° angle with the floor, what must mâ 1 be so the step will be parallel to the floor? The sides of the angled support are parallel. *

Sagot :

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jerry0920 jerry0920 · Answer 1 · 2021-10-07T18:18:12-04:00

Answer: m∠1 = 32°
Step-by-step explanation:
Since we have given that
The angled support making angle with the floor = 32°
So, we need to find the measure of angle 1 so that the steps are parallel to the floor.
As we know that "To make parallel to the floor , there should be alternate interior angle which must be equal."
So, m∠1 = 32° ( the angled support making angle with the floor)
Hence, m∠1 = 32°

One way to build stairs is to attach triangular blocks to an angled support, as shown at the right. If the support makes a 32Â° angle with the floor, what must mâ 1 be so the step will be parallel to the floor? The sides of the angled support are parallel. *

Sagot :

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