Question

Pythagorean Theorem Proofs Quick Check 3 of 53 of 5 Items Question Using the Converse of the Pythagorean Theorem, explain whether a triangle with sides 15, 10, and 12 is a right triangle.(1 point) Responses No, because 325 is not equal to 144. No, because 325 is not equal to 144. No, because 22 is not equal to 15. No, because 22 is not equal to 15. No, because 244 is not equal to 225. No, because 244 is not equal to 225. No, because 369 is not equal to 100

Answer 1

f the equation 182 + b2 = 302 is found to be true, what do we know about the triangle?(1 point) Responses The triangle is a right triangle, and the hypotenuse is 18. The triangle is a right triangle, and the hypotenuse is 18. The triangle is a right triangle with a missing leg length of 24. The triangle is a right triangle with a missing leg length of 24. The triangle is a right triangle with a missing side of 34.99. The triangle is a right triangle with a missing side of 34.99. The triangle is a right triangle, and the legs are 30 and 24.

Answer 2

If the equation%C2%A0182%C2%A0+%C2%A0b2%C2%A0=%C2%A0302 is found to be true, what do we know about the triangle?(1 point) Responses The triangle is a right triangle with a missing leg length of 24. The triangle is a right triangle with a missing leg length of 24. The triangle is a right triangle with a missing side of 34.99. The triangle is a right triangle with a missing side of 34.99. The triangle is a right triangle, and the hypotenuse is 18. The triangle is a right triangle, and the hypotenuse is 18. The triangle is a right triangle, and the legs are 30%C2%A0and 24.

Answer 3

The correct response is: No, because 325 is not equal to 144.

Answer 4

The correct response is: The triangle is a right triangle with a missing leg length of 24.

Answer 5

The correct response is: The triangle is a right triangle, and the legs are 30 and 24.