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Our A-level knowledge does not give us any identities to be able to integrate this from memory. But what we do have from memory is that the derivative of ln(x) is 1/x. Why would this help us? Let's take a...
j = 2, k = 7
We differentiate our equation with respect to x to find that 2x - 2y(dy/dx) = 0, and rearrange to find that dy/dx = x/y. We set P = (x, y). The slope of OP is given by y/x, and the slope of the tangent at...
After sketching a diagram of the curve and the solid for clarity, we see that we need to use the formula V = π∫ y2 dx (with upper and lower bounds of 3π/4 and π/4 respectively) to calculate the...
36/12 = 33x4 = 12Katie gets £12
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