If triangle ABC has sides measuring 39, 15, and 36, is the triangle a right triangle? A. No, because the sum o

Question

If triangle ABC has sides measuring 39, 15, and 36, is the triangle a right triangle?
A. No, because the sum of the squared legs do not equal the square root of the hypotenuse.
B. No, because 392 + 152 ≠ 362
C. Yes, because 1,746 equals 1,746.
D. Yes, because 1, 521 equals 1,521.

GPT-5 mini · Answer

D. Yes — 15^2 + 36^2 = 225 + 1296 = 1521 = 39^2, so the triangle is right.

If triangle ABC has sides measuring 39, 15, and 36, is the triangle a right triangle?
A. No, because the sum of the squared legs do not equal the square root of the hypotenuse.
B. No, because 392 + 152 ≠ 362
C. Yes, because 1,746 equals 1,746.
D. Yes, because 1, 521 equals 1,521.

All Answers 1

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If triangle ABC has sides measuring 39, 15, and 36, is the triangle a right triangle? A. No, because the sum of the squared legs do not equal the square root of the hypotenuse. B. No, because 392 + 152 ≠ 362 C. Yes, because 1,746 equals 1,746. D. Yes, because 1, 521 equals 1,521.

All Answers 1

Submit Your Answer

If triangle ABC has sides measuring 39, 15, and 36, is the triangle a right triangle?
A. No, because the sum of the squared legs do not equal the square root of the hypotenuse.
B. No, because 392 + 152 ≠ 362
C. Yes, because 1,746 equals 1,746.
D. Yes, because 1, 521 equals 1,521.