Currently unavailable: for regular students
Degree: Maths with French (Bachelors) - Southampton University
I'm a Maths with French student at Southampton University. I love being able to help people fully grasp challenging mathematics. Maths can be a difficult thing to get your head around, but with a personal tutor you can learn much more efficiently by pinpointing the area that is causing you diffiliculty which cannot be done with 30 students in a classroom. Not only will you be able to solve difficult problems that seemed too complicated beforehand, you will get a great sense of achievement from correctly solving tough mathematical problems.
As a tutor I will let you explain the area that you are finding difficult and together we will find a better way of understanding how to solve the problem. Sometimes it will be in an instant that you everything will click and other times it will take a bit more practice to get used to a new way of thinking about a problem. But once you feel you have understood the topic I will ask you explain how to tackle to topic in question so that you will be able to solve any question on that topic.
I am also happy to tutor students in French, having just spent a year in Belgium I am fully competant in the language and happy to help you begin or continue to improve your fluency in the language.
|Further Mathematics||A Level||£20 /hr|
|Maths||A Level||£20 /hr|
|Further Mathematics||GCSE||£18 /hr|
|Maths||13 Plus||£18 /hr|
|Maths||11 Plus||£18 /hr|
|Before 12pm||12pm - 5pm||After 5pm|
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We expand this term by term.
To make sure we expand every term, I use the beak method. To do this, draw 2 curves over the equation from the 3x to the x, and then a second curve from the x to the +2.
Then draw 2 more curves, this time under the equation, from the 3x to the -5, and the second from the -5 to the +2.
You will notice the lines make an outline of a beak.
Now we are ready to multiply all of the lines.
3x * x = 3x2
x * 2 = 2x
3x * -5 = -15x
5 * 2 = -10
Now we simply add all of these calculated terms together:
We can do one step of simplification as there are two x terms:
This now gives us the final answer: