Mathematics, 11.10.2019 15:50 teacherpreacher

If triangle def has a 90° angle at vertex e, which statements are true? check all that apply.

triangle def is an obtuse triangle.
the angle at vertex d is acute.
the angle at vertex f is obtuse.
triangle def is a right triangle.
the angle at vertex d is obtuse

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Answer from: Catracho3619

The answer is

The angle at vertex D is acute

Triangle DEF is a right triangle

Step-by-step explanation:

Statements

case A) Triangle DEF is an obtuse triangle

The statement is false

The triangle DEF has no angle greater than $90\°$

Triangle DEF is a right triangle, because has an angle equal to $90\°$

case B) The angle at vertex D is acute

The statement is true

Because

∠D+∠F= $90\°$

Angle D is less than $90\°$

case C) The angle at vertex F is obtuse

The statement is false

Because

∠D+∠F= $90\°$

Angle F is not greater than $90\°$

case D) Triangle DEF is a right triangle

The statement is true

Because, angle at vertex E is equal to $90\°$

case E) The angle at vertex D is obtuse

The statement is false

Because

∠D+∠F= $90\°$

Angle D is not greater than $90\°$

Answer from: Quest

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step-by-step explanation:

Answer from: Quest

answer: the answer is 127 degrees

Find the measure of the missing angle pls me plsssss

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If triangle def has a 90° angle at vertex e, which statements are true? check all that apply.
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