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

Mathematics

Millie

31 July, 22:09

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.

+1

Answers (2)

Know the Answer?

Mina Munoz · 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.

Johnny Shields · 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.