In triangle ABC, a = 4, b = 6 and c= 8, show that 8 cosA + 16 co

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 Multiple Choice QuestionsShort Answer Type

421.

In triangle ABC, show that

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422.

In triangle ABC, show that

2 space left square bracket bc space cosA space plus space ca space cosB space plus space ab space cosC right square bracket space equals space straight a squared plus straight b squared plus straight c squared space









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423.

In triangle ABC, show that

open parentheses fraction numerator straight b squared minus straight c squared over denominator straight a squared end fraction close parentheses sin space 2 straight A plus open parentheses fraction numerator straight c squared minus straight a squared over denominator straight b squared end fraction close parentheses sin space 2 straight B plus space open parentheses fraction numerator straight a squared minus straight b squared over denominator straight c squared end fraction close parentheses sin space 2 straight c space equals 0











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424.

In triangle ABC, show that

left parenthesis straight a minus straight b right parenthesis squared space cos squared open parentheses straight C over 2 close parentheses plus left parenthesis straight a plus straight b right parenthesis squared space sin squared open parentheses straight C over 2 close parentheses equals straight c squared













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425.

In triangle ABC, show that

fraction numerator cosA over denominator straight b space cosC space plus space straight c space cosB end fraction plus fraction numerator cosB over denominator straight c space cosA plus straight a space cosC end fraction plus fraction numerator cosC over denominator straight a space cosB plus straight b space cosA end fraction equals fraction numerator straight a squared plus straight b squared plus straight c squared over denominator 2 abc end fraction















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426.

In triangle ABC, show that

fraction numerator straight c minus bcosA over denominator straight b minus ccosA end fraction equals cosB over cosC

















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427.

In triangle ABC, a = 4, b = 6 and c= 8, show that 8 cosA + 16 cosB + 4 cos C = 17




















Solution not provided.

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428.

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429.

In increment ABC comma angle straight A space equals space 30 degree and space space straight b colon straight c space equals space 2 colon square root of 3 comma space find space angle straight B

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 Multiple Choice QuestionsLong Answer Type

430.

A, B, C are angles of a triangle such that cos space straight C space equals space fraction numerator sinA over denominator 2 space sinB end fraction comma show that the trianlge is isosceles.

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