Top answers

Maths
A Level

The straight line L1 passes through the points (–1, 3) and (11, 12). Find an equation for L1 in the form ax + by + c = 0, where a, b and c are integers

When finding the equation of a straight line there are two important figures to calculate. The first being the gradient (the slope of the line) and the second being the y intercept (where the line crosses...

RB
Answered by Ruby B. Maths tutor
19571 Views

Use Simpson's rule with 5 ordinates (4 strips) to find an approximation to "integral between 1 and 3 of" 1/sqrt(1+x^3) dx giving your answer to three significant figures.

Just as a note before I start, some of the symbols I use here will be horribly confused, this won't be an issue with a whiteboard but doing maths in a text editor is not great so I've had to make do.

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DA
Answered by Dominic A. Maths tutor
9642 Views

Find the turning points and their nature of the graph y = x^3/3 - 7x^2/2 + 12x + 4

Answer = (3,17.5) maximum (4,17.33) minimum

First differentiate y = x^3/3 - 7x^2/2 + 12x + 4 to find dy/dx. Now, at turning points dy/dx = 0 and factorise to find x when dy/dx = 0. Put x back into ...

JS
Answered by John S. Maths tutor
8649 Views

Integrate (2x)(e^x)dx

Solve via Integration by parts:

let u=2x and dv/dx=ex

the function that is u and the one that is dv/dx is given by LATHE (easier to explain on whiteboard)

make the table: u...

MR
Answered by Maksadul R. Maths tutor
22124 Views

Intergrate 15x^2 + 7

Using the intergarting rules, you would add a power then divide that new number to the coefficent so you would get 5x^3 and just add one x to the 7 and dont forget the c. So the end answer would be 5x^3 +...

WJ
Answered by William J. Maths tutor
3586 Views

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