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Maths-

General

Easy

Question

In a $capital delta$ ^leABC the sides a, b, c are having relations a + b = 20, b + c = 21 and $A equals 120 to the power of ring operator end exponent$ then a=

13
15
17
19

The correct answer is: 13

Related Questions to study

$capital delta to the power of l e end exponent$ ABC is right angled at A. The points P and Q are on the hypotenuse BC such that BP = PQ = QC If AP = 3, AQ = 4 then length BC =

$capital delta to the power of l e end exponent$ ABC is right angled at A. The points P and Q are on the hypotenuse BC such that BP = PQ = QC If AP = 3, AQ = 4 then length BC =

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parallel

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parallel

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In the figure, $stack B C with bar on top$ is extended both sides upto D, E. $angle B A C equals ?$

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In the figure, $stack C B with bar on top$ is extended upto D. If $Error converting from MathML to accessible text.$ and $angle A B D equals 120 to the power of ring operator end exponent$ then $angle C equals$

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parallel

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parallel

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if alternate angles are equal between two lines then they are parallel

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parallel

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