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Maths
A Level

Find an equation of the curve with parametric equations x=3sin(A) and y=4cos(A), in the form bx^2+cy^2=d.

x2=9sin2(A) and y2=16cos2(A)Since sin2(A)+cos2(A)=116x2+9y2=16 x 916x2+9y2=144

PV
Answered by Pranav V. Maths tutor
3383 Views

Integrate 1/x

ln|x| + c

GG
Answered by George G. Maths tutor
3393 Views

How do I use simple integration?

It's a simple process once you know the basics behind it.Let's take X2We have been asked to integrate this.The first thing is to always add 1 on to the power.X3Next thing is to divid...

JA
Answered by Jamaal A. Maths tutor
2749 Views

Find the gradient of y^2 +2xln(y) = x^2 at the point (1,1)

The key point in this question is noting that implicit differentiation is a very useful tool, although it is slightly different and looks much scarier than differentiating y = f(x).To do the question, a m...

MP
Answered by Mark P. Maths tutor
3127 Views

How do i know where a stationary point is and what type of stationary point it is?

Stationary points are points on a curve where the gradient is zero. There are three types of stationary point maximum, minimum and point of inflexion. (will draw diagrams). They can be found by differenti...

OH
Answered by Omar H. Maths tutor
2973 Views

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