2. Prove the formula of the derivative of y = cosec-f(x). dy d?y 3. Find and dx of the parametric equation x(t) = sech? (t), y(t) = tanh (t). %3D dx2 4. A closed cylindrical can is made to hold a...

2. Prove the formula of the derivative of y = cosec-f(x).<br>dy<br>d?y<br>3. Find<br>and<br>dx<br>of the parametric equation x(t) = sech? (t), y(t) = tanh (t).<br>%3D<br>dx2<br>4. A closed cylindrical can is made to hold a volume of 340 ml. What are the dimensions that will<br>minimize the cost of metal to manufacture the can?<br>

Extracted text: 2. Prove the formula of the derivative of y = cosec-f(x). dy d?y 3. Find and dx of the parametric equation x(t) = sech? (t), y(t) = tanh (t). %3D dx2 4. A closed cylindrical can is made to hold a volume of 340 ml. What are the dimensions that will minimize the cost of metal to manufacture the can?

Jun 05, 2022

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2. Prove the formula of the derivative of y = cosec-f(x). dy d?y 3. Find and dx of the parametric equation x(t) = sech? (t), y(t) = tanh (t). %3D dx2 4. A closed cylindrical can is made to hold a...

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