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Multiple Choice 1 Point If Y=sinx+tanx Then (d^2y)/(dx^2)= -cosx+sec^2xtanx Cosx+sec^2x -sinx+sec^2x -sinx+2sec^2xtanx

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Multiple Choice 1 point If y=sinx+tanx then (d^2y)/(dx^2)= -cosx+sec^2xtanx cosx+sec^2x -sinx+sec^2x -sinx+2sec^2xtanx

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To find the second derivative of , we first need to find the first derivative and then differentiate it again.First, let's find the first derivative of : The derivative of is , and the derivative of is . Therefore, Next, we need to find the second derivative, which is the derivative of : The derivative of is , and the derivative of is . Therefore, So, the correct answer is: Therefore, the correct choice is: