Consider the following statements :Statement-I : ∫dx/√(a2 - x2) = tan-1 (x/a) + cStatement-II : √(a2 - x2), Let x = a sinθ or x = a cosθ Of these statements :(a) Both the statements are true and Statement-II is the correct explanation of Statement-I. (b) Both the statements are true, but Statement-II is not the correct explanation of Statement-I (c) Statement-I is true, but Statement-II is false. (d) Statement-I is false, but Statement-II is true.

Consider the following statements :Statement-I : ∫dx/√(a2 - x2)

1.	Consider the following statements :Statement-I : ∫dx/√(a2 - x2) = tan-1 (x/a) + cStatement-II : √(a2 - x2), Let x = a sinθ or x = a cosθ Of these statements :(a) Both the statements are true and Statement-II is the correct explanation of Statement-I. (b) Both the statements are true, but Statement-II is not the correct explanation of Statement-I (c) Statement-I is true, but Statement-II is false. (d) Statement-I is false, but Statement-II is true.
Answer» Answer is (d) Statement-I is false, but Statement-II is true.

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