Daniel C. Alexander + 1 other

ISBN: 9781285195698

Textbook Problem

In Exercises 23 to 34, give the indirect proof for each problem or statement.

Given: m ∠ 3 > m ∠ 4

Prove: F H → is not ⊥ to E G ↔

To determine

To prove:

The given statement.

The given statement is,

Property:

Perpendicular lines intersect each other at a angle of 90°.

Approach:

Assume that FH→ is ⊥ to EG↔.

From figure (1), m∠3=90∘ and m∠4=90∘.

The above result contradicts the statement, m∠3>m∠4

Check out a sample textbook solution.

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Given:	m ∠ 3 > m ∠ 4
Prove:	F H → is not ⊥ to E G ↔

MathGeometryElementary Geometry for College Students6th Edition

Elementary Geometry for College St...

Solutions

Elementary Geometry for College St...

In Exercises 23 to 34, give the indirect proof for each problem or statement. Given: m ∠ 3 > m ∠ 4 Prove: F H → is not ⊥ to E G ↔

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Math
Geometry Elementary Geometry for College Students 6th Edition

In Exercises 23 to 34, give the indirect proof for each problem or statement.

Given: m ∠ 3 > m ∠ 4

Prove: F H → is not ⊥ to E G ↔