Question: 1. y(x) = 4513 2. v(t) = +12 _ 3. V(x) = (10x3 + 3) (x4+ 2x) t2 4. y (t) = 35t2-2t+1 5. Differentiate:

1. y(x) = 4513 2. v(t) = +12 _ 3. V(x) = (10x3 +
1. y(x) = 4513 2. v(t) = +12 _ 3. V(x) = (10x3 + 3) (x4+ 2x) t2 4. y (t) = 35t2-2t+1 5. Differentiate: y(0) = csc 0 tan 0 6. Differentiate: 2z - 1 F ( Z) = 2z + 1 7. Show by implicit differentiation that the tangent line to the ellipse = 1 at the point (Xo, yo) is Lox | yoy = 1 12 8. Differentiate: y = xsinx 9. Prove the identity: sinh( - x) = - sinh x

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