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How can I find the equation of a line l which passes through the points (5,7) and (3, -1)

First thing first, we should always write down the equation of a straight line (which is y = mx + c) as this will be important for this question.In order to find the equation of the strai...

Answered by Katie C. Maths tutor
8199 Views

Given that x^2+10x+3 can be written in the form (x+a)^2+b, find the values of a and b.

We can tackle this question by completing the square. Completing the square allows us to write a quadratic equation (x^2+10x+3) in the simpler form (x+a)^2+b.To complete the square, first we need to find ...

Answered by Katie C. Maths tutor
8728 Views

Differentiate xe^2

Use product rule. d(uv)/dx = u dv/dx +v du/dxu=x du/dx=1v=e^x dv/dx=e^x
d(xe^x)/dx = xe^x + e^x.1 = e^x(x+1)

Answered by George B. Maths tutor
3729 Views

How do I factorise difficult quadratic equations?

A quadratic equation such as 6x2 + x - 35 = 0 may appear much harder to solve than a simpler equation which students might be more used to, such as x2 + 5x + 6 = 0. In reality, there...

Answered by Freddie G. Maths tutor
3810 Views

A stone is thrown upwards with a speed of v metres per second. The stone reaches a maximum height of h metres. h is directly proportional to v^2. When the stone is thrown at 10m/s, max height is 5m. Work out the maximum height reached when v = 24.

(Question 20 in AQA calculator paper from November 2017)This question is really wordy, so the first thing we want to do is condense all the information we are given into more manageable equations! The fir...

Answered by Olivia H. Maths tutor
7435 Views

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