- QAB - - BAC - - CAP sum up to 180- - Say True or False-A- TrueB- False

The correct option is A True We observe that ∠ QAB and ∠ BAP form a linear pair. So, ∠ QAB + ∠ BAP = 180^∘. But ∠ BAP is the addition of the angles ∠ BAC and ...

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Standard VII

Mathematics

Exterior Angle of a Triangle and Its Property

∠ QAB , ∠ BAC...

Question

$∠ Q A B, ∠ B A C, ∠ C A P$ sum up to $180^{\circ}$ . Say True or False.

True

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False

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Solution

The correct option is A
True

We observe that $∠ Q A B$ and $∠ B A P$ form a linear pair.

So, $∠ Q A B + ∠ B A P = 180^{\circ} . B u t ∠ B A P$ is the addition of the angles $∠ B A C a n d ∠ C A P$ .

So, $∠ Q A B + ∠ B A C + ∠ C A P = 180^{\circ}$ .

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∠QAB,∠BAC,∠CAP sum up to180∘. Say True or False.

The correct option is A True We observe that ∠QAB and ∠BAP form a linear pair. So, ∠QAB+∠BAP=180∘. But ∠BAP is the addition of the angles ∠BAC and ∠CAP. So, ∠QAB+∠BAC+∠CAP=180∘ .

$∠ Q A B, ∠ B A C, ∠ C A P$ sum up to $180^{\circ}$ . Say True or False.

The correct option is A
True

We observe that $∠ Q A B$ and $∠ B A P$ form a linear pair.

So, $∠ Q A B + ∠ B A P = 180^{\circ} . B u t ∠ B A P$ is the addition of the angles $∠ B A C a n d ∠ C A P$ .

So, $∠ Q A B + ∠ B A C + ∠ C A P = 180^{\circ}$ .