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Maths
GCSE

Simplify (2sin45 - tan45) / 4tan60

Here we are dealing with 2 concepts: trigonometry and surds.First i would make sure that the student is aware/can identify these trigonometry values.So sin45 = 1/√ 2, tan45 = 1, tan60 = √ 3Now i would ins...

SM
Answered by Safa M. Maths tutor
10286 Views

3x + 2y = 6, 5x+3y=11, solve for x and y.

There are two main methods to solve simultaneous equations. Elimination and Substitution. Usually one is easier and quicker than the other, but this is dependent upon the question you face in the exam so ...

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Answered by Amy F. Maths tutor
9845 Views

Solve algebraically the simultaneous equations 3x + 2y = 15 and 2x + 4y = 10

Firstly, we need to eliminate on of the terms of the equation, either the x or the y term, by combining the two equations into one equation. To do this we can add or subtract the two equations from each o...

EB
Answered by Eleanor B. Maths tutor
3990 Views

How do I know which rule of trigonometry to apply in a question?

There are four trigonometry rules which you need to know: Pythagoras, SohCahToa, the cosine rule and the sine rule. The first two only work on right angle triangles, and the second two apply to non-right ...

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Answered by Seb P. Maths tutor
6998 Views

Find the values of X and Y from the simultaneous equations: 1) 2x + 5y = 33 2) x + 3y = 19

  1. 2x + 5y = 33 2) x + 3y = 19
    multiply equation 2 by a factor of 2 giving you 2x + 6y = 38 Your two equation are now: 1) 2x + 5y = 33 3) 2x + 6y = 38
    Subtract 3 from 1 to eliminate the x's ...
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Answered by Chris C. Maths tutor
3184 Views

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