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" If "cos ecA+cot A=(11)/(2)," then "tan...

" If "cos ecA+cot A=(11)/(2)," then "tan A=

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If cosec A+cot A=(11)/(2), then tan A is

If cos ecA+cot A=(11)/(2) then tanA is equal to

If cos ecA+cot A=(5)/(2), then tan A is (A) (4)/(9) (B) (3)/(5)(C)(15)/(16) (D) (20)/(21)

cos ecA+cot A=(11)/(2) then find the value of tan A

cos ecA + cot A = (2) / (3) => cos A =

cos ecA=4p+(1)/(16p) then cos ecA+cot A=

cos ecA=4p+(1)/(16p) then cos ecA+cot A=

(cos ecA-sin A) (sec A-cos A) = (1) / (tan A + cot A)

(1) / (cos ecA-cot A) - (1) / (sin A) = (1) / (sin A) - (1) / (cos ecA + cot A)

Prove the following identities: (1)/(cos ecA-cot A)-(1)/(sin A)=(1)/(sin A)-(1)/(cos ecA+cot A)