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Solve the pair of simultaneous equations; (1) y + 4x + 1 = 0, (2) y^2 + 5x^2 + 2x = 0 .

Rearrage equation (1) to make y the subject of the formula. This gives y = -4x -1 .

Substitute this value of y into equation (2). This gives (-4x -1)^2 +5x^2 +2x = 0 . 

Expanding out the bra...

MG
Answered by Melanie G. Maths tutor
7155 Views

Solve the simultaneous equations: y = x - 2 and y^2 + x^2 = 10

y = x - 2

y+ x2 = 10

  1. Subsitutute the top equation into the second equation:

     (x-2)2 + x2 = 10

  1. Exp...
IR
Answered by Iman R. Maths tutor
16248 Views

What is a derivative - Introduction to Calculus

Strictly speaking, the derivative is the rate of change of a function, process or pattern. 

So far, to calculate the gradient of a given function we always computed the change in the y coordi...

GM
1780 Views

How do I differentiate (2x+1) / (3x^2 - 5)?

This is a typical example where the quotient rule is required to answer the question. This is clear because the function is made up of two other functions of x, one is the numerator and the other is the d...

ST
Answered by Sophie T. Maths tutor
4662 Views

In an arithmetic sequence, the first term is 2, and the fourth term is 14. a) Find the common difference, d. b) Calculate the sum of the first 14 terms, S14.

a) We have that a1 = 2 and a4 = 14, so the first thing that we can conclude is that the common difference, d, is positive, and that a2 and a3 are in between 2 a...

ZZ
Answered by Zhihong Z. Maths tutor
4035 Views

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