Use the table given below to find out the obtuse angle from the options- begin array - c - c - WhineIllhlineend array A- 45-B- 89-C- 360-D- 105-

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Standard IV

Mathematics

Obtuse Angle

Use the table...

Question

Use the table given below to find out the obtuse angle from the options.

$\begin{matrix} Type of angle & Description Acute angle & Less than 90^{\circ} Right angle & Equal to 90^{\circ} Obtuse angle & Greater than 90^{\circ} & less than 180^{\circ} \end{matrix}$

45^{\circ}

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89^{\circ}

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360^{\circ}

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105^{\circ}

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Solution

The correct option is D $105^{\circ}$
An angle whose measure is greater than a right angle and lesser than a straight angle is called an obtuse angle.

$105^{\circ}$ is the only angle that lies between $90^{\circ}$ and $180^{\circ} .$ Thus, it is an obtuse angle.

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Use the table given below to find out the obtuse angle from the options. Type of angleDescriptionAcute angleLess than 90∘Right angleEqual to 90∘Obtuse angleGreater than 90∘ & less than 180∘

The correct option is D 105∘An angle whose measure is greater than a right angle and lesser than a straight angle is called an obtuse angle. 105∘ is the only angle that lies between 90∘ and 180∘. Thus, it is an obtuse angle.

Use the table given below to find out the obtuse angle from the options.

$\begin{matrix} Type of angle & Description Acute angle & Less than 90^{\circ} Right angle & Equal to 90^{\circ} Obtuse angle & Greater than 90^{\circ} & less than 180^{\circ} \end{matrix}$

The correct option is D $105^{\circ}$
An angle whose measure is greater than a right angle and lesser than a straight angle is called an obtuse angle.

$105^{\circ}$ is the only angle that lies between $90^{\circ}$ and $180^{\circ} .$ Thus, it is an obtuse angle.