Question

solve it If u wish ​

Answer 1

Answer:

c is the correct answer

Step-by-step explanation:

(1+sin A /cosA+1/cosA) (1+ cos A ) sin A _1 / sin A )

cosA+ sinA +1 / cosA × sin A + cos A _ 1 / sin A

{ ( cos A + sin A ) +1 } { ( sin A + cos A ) _ 1 } / cosA sin A

using ( a _ b ) ( a+ b) = a^ 2 _ b ^ 2

a = cos A + sin A , b = 1

( cos A + sin A ) ^ 2 _ 1 ^ 2 / cos A sin A

cos ^ 2 A + sin ^ 2 A + 2 cos A sin A _ 1 / cos A sin A

1+ 2 cos A sin A _1 / cos A sin A

2 cos A sin A / cos A sin A

= 2

2 is the answer

Answer 2

Answer:

c is the correct answer

Step-by-step explanation:

(1+sin A /cosA+1/cosA) (1+ cos A ) sin A _1 / sin A )

cosA+ sinA +1 / cosA × sin A + cos A _ 1 / sin A

{ ( cos A + sin A ) +1 } { ( sin A + cos A ) _ 1 } / cosA sin A

using ( a _ b ) ( a+ b) = a^ 2 _ b ^ 2

a = cos A + sin A , b = 1

( cos A + sin A ) ^ 2 _ 1 ^ 2 / cos A sin A

cos ^ 2 A + sin ^ 2 A + 2 cos A sin A _ 1 / cos A sin A

1+ 2 cos A sin A _1 / cos A sin A

2 cos A sin A / cos A sin A

= 2

2 is the answer