If Q = P / (R (4 – t)), calculate the value of Q when P = 36, R = 3 and t = –2

So seeing as you are given the values for P, R and t, the first thing you need to do is substitute the letters for their given numbers into the equation: Q = (36) / ((3)(4 - (-2)) Now expand out the brackets. Remember that a negative multiplied by a negative equals a positive. Picture an imaginary 1 before the -2. So, -1(-2) = -1-2 = 2, Q = 36 / (3 * 2), Q = 36 / 6, Q = 6

RB

Related Maths GCSE answers

All answers ▸

Using the quadratic formula factorise 2x^2 + 7x + 11 =0


Probability: "Sock Drawer" style questions.


A right-angled triangle has one angle size 60 degrees, and hypotenuse of length 32cm. Calculate the length of the side opposite the 60 degree angle, to 3sf.


Solve the Simultaneous equations '2x-3y=24' and '6x+2y=-5'