If two angles are acute, their sum is never a straight line. The hypothesis of the statement is:

1) their sum is never a straight line.

2) two angles are acute.

3) If two angles are acute they are straight lines.

4) None of the choices are correct.

Question

Emely Mcgee

Mathematics

30 May, 02:25

If two angles are acute, their sum is never a straight line. The hypothesis of the statement is:

1) their sum is never a straight line.

2) two angles are acute.

3) If two angles are acute they are straight lines.

4) None of the choices are correct.

+4

Answers (2)

Know the Answer?

Joslyn Rose · Answer 1

Step-by-step explanation:

Given that if two angles are acute, their sum is never a straight line.

The hypothesis of this would be the one which would satisfy the opposite of the given statement

1) their sum is never a straight line.- - Incorrect.

2) two angles are acute - - incorrect because this is given.

OPtion 3 is right.

3) If two angles are acute they are straight lines.

Dane Hays · Answer 2

4) None of the choices are correct.

Step-by-step explanation:

Sorry if my answer is wrong! This is not my strongest unit.

I think the hypothesis should be ...

The sum of two acute angles is never a straight line.

If two angles are acute, their sum is never a straight line. The hypothesis of the statement is:1) their sum is never a straight line.2) two angles are acute.3) If two angles are acute they are straight lines.4) None of the choices are correct.

If two angles are acute, their sum is never a straight line. The hypothesis of the statement is:

1) their sum is never a straight line.

2) two angles are acute.

3) If two angles are acute they are straight lines.

4) None of the choices are correct.