The angles - x- and - 90-x- are-A- vertically opposite anglesB- making a linear pairC- supplementary anglesD- complementary angles

The correct option is D complementary nbsp;angles Adding the two angles, we get x+90^∘ x=90^∘ Hence, the angles 'x' and '90^∘ x' are complementary angles ...

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Standard VII

Mathematics

Complementary Angles

The angles ' ...

Question

The angles 'x' and ' $90^{\circ}$ - x' are :

vertically opposite angles

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complementary angles

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making a linear pair

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supplementary angles

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Solution

The correct option is B
complementary angles

Adding the two angles, we get
$x + 90^{\circ} - x = 90^{\circ}$
Hence, the angles 'x'and ' $90^{\circ}$ - x' are complementary angles

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Q. In the given figure, $\angle a~and~\angle b$ are:

Q. Question 2
Angles between South and West and South and East are
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(b) complementary angles
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The angles 'x' and '90∘ - x' are :

The correct option is B complementary angles Adding the two angles, we get x+90∘−x=90∘ Hence, the angles 'x'and '90∘ - x' are complementary angles

The angles 'x' and ' $90^{\circ}$ - x' are :

The correct option is B
complementary angles

Adding the two angles, we get
$x + 90^{\circ} - x = 90^{\circ}$
Hence, the angles 'x'and ' $90^{\circ}$ - x' are complementary angles