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Compare percentages of perimeter and side to 90 degrees and 180 degrees

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the sides are very similar so they have similar angle

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Converse of Pythagorean theorem

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The perimeter of the triangle is 85.
If you find the percentage that each side makes up of the perimeter then you can apply the percentage to 180 degrees and find the angles which are all less than 90 degrees

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The perimeter of the triangle is 85.
If you find the percentage that each side makes up of the perimeter then you can apply the percentage to 180 degrees and find the angles which are all less than 90 degrees

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All of the sides are close in measure. This means that there won't be one side that stretches across the other two

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The sides length is about the same

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Acute because the sides are relatively similar in length

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Triangle sides are all similar

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because all three sides are close in value

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The angles are

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acute because the sides are almost the same measure

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Because the sides need to be proportional angles. Since all the sides are close together, all the angles will be too. Angles need to have a sum of 180. An acute triangle has to have angles close together since the angles can not be over 90 degrees. So it is an acute triangle. TEAM STEPH ALL THE WAY!

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The triangle is acute because all of the sides are very similar in length

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acute

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It can't be right, since it doesn't work with the pythagorean theorem and it is acute because the side lengths are close.

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It is acute because all the angles are below 90 degrees

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acute

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It’s acute

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Since the sides are relatively equal in size?

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If you draw it out, the bottom leg would be the middle measurement and would have to be diagonal to meet with the longer side of 32. Therefore three acute angles will be formed.

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The triangle is acute because the two shorter sides add up to be bigger than the greatest side

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It is acute because if the two smaller sides in the pythagorean theorem is greater then the greater one squared then it is acute

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Because I imagined it like that