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Maths
GCSE

Harry drives from Exeter to London in 4 hours at an average speed of 70km/h. Ron drives from Exeter to London in 5 hours. (a) Assuming Ron took the same route as Harry, calculate Ron's average speed.

The distance from Exeter to London can be calculated using the information about Harry's journey. Average speed = Distance/Time so Distance = Average speed x Time. This means that the distance from Exeter...

Answered by James F. Maths tutor
2354 Views

Write down the value of 169^1/2 (one hundred and sixty nine to the power of a half)

Answer = 13
"to the power of 1/2" is the same as saying "square root"

Answered by Rasila C. Maths tutor
3123 Views

Using a method that is not factorisation, solve the equation (x^2) + 3x -4 = 0. Hence, sketch the curve produced by the equation

One method that could be used to solve the equation is using the quadratic formula given by:x = ( -b ± (b2 - 4ac)0.5) / 2a where ax2 + bx + c = 0Substituting our values in...

Answered by Joseph W. Maths tutor
2333 Views

Complete the square of the equation below.

Q. Complete the square : x2 + 4x - 12A. Completing the square is putting the given equation into the form (x + a) 2 + bFirst, a = the coefficient of x 2so in this case a = ...

Answered by Victoria Y. Maths tutor
2381 Views

Solve algebraically the simultaneous equations (x^2) + (y^2) =25 and y - 3x = 13 (5 Marks).

The solution to simultaneous equations is where the values of x and y satisfy both equations. In this case, we need to find values of x and y that satisfy the equations x2 + y2 =25 a...

Answered by Vaibhav G. Maths tutor
3380 Views

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