Question

If SinA=1/A then value of A is

Answer 1

Answer:

sin,=90 a=1/90=90.

Step-by-step explanation:

Answer 2

• SinA = 1/A is the equation that is provided. We may alter the equation using fundamental trigonometric identities to get the value of A.

• A/SinA = 1 may be obtained by first taking the reciprocal of both sides of the equation. In order to rewrite the left side of the equation as A/SinA = Sin(1/A), we may apply the identity Sin(1/x) = 1/Sin(x).

• As a result, Sin(1/A) is equal to 1. The value of A must now be determined in order for Sin(1/A) to equal 1.

• The sine function's maximum value of 1, which is 1, is known to occur at 90 degrees or pi/2 radians. Hence we can solve for A by setting 1/A equal to pi/2:

• 1/A = pi/2

• A = 2/pi

• A = 2/pi is the value of A that fulfills the equation SinA = 1/A.

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