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About me
About Me: I'm Chloe and I'm a 2nd year maths student at Bristol university. I've always enjoyed working with numbers and I hope that I can encourage others to love working with them too! I've tutored both of my siblings through their A level and GCSE maths. I'm very patient and understand that some concepts of maths can be very difficult to grasp. What I can do for you: The sessions will revolve around subjects you are struggling with. I can help you work through examples and show you the methods needed to solve problems, as well as helping you understand them. I can also help with exam questions if you let me know which exam board you are taking.
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CRB/DBS Standard |
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CRB/DBS Enhanced |
No |
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Ratings and reviews
Dor (Parent) March 12 2017
Chandra (Parent) February 23 2017
Areeba (Student) February 15 2017
Emma (Parent) February 7 2017
Questions Chloe has answered
How do you find the integral of sin^2(x) dx?
Sin^2(x) cannot be integrated in its current form so you must use trigonometric identities to change sin^2(x) into something else.
Use the formula for cox(2x): cos(2x)=cos(x+x)=cos^2(x)-sin^2(x)
Now use that cos^2(x)=(1-sin^2(x))
So cos(2x)=1-2sin^2(x)
Rearrange the equation to find that sin^2(x)=1/2-1/2(cos(2x))
Now you can integrate to get that the integral of sin^2(x)=1/2x-1/4sin(2x)
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