Top answers

Maths
A Level

Consider the infinite series S=Σ(from n=0 to infinite) u(down n) where u(down n)=lim (from n π to (n+1) π) ((sin t)/t) dt. Explain why the series is alternating.

For the first part of the question we need to try and understand what is actually happening – we have the sum of an integral – where we are summing a sequence of definite integrals. So when n = 0 we have ...

Answered by Stuart D. Maths tutor
5176 Views

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

Answered by Pranav V. Maths tutor
3231 Views

Integrate 1/x

ln|x| + c

Answered by George G. Maths tutor
3231 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...

Answered by Jamaal A. Maths tutor
2594 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...

Answered by Mark P. Maths tutor
2906 Views

We're here to help

contact us iconContact usWhatsapp logoMessage us on Whatsapptelephone icon+44 (0) 203 773 6020
Facebook logoInstagram logoLinkedIn logo
Cookie Preferences