Waecmaths
Title | waecmaths question |
---|---|
Question 13 |
If $\tfrac{1}{2}x+2y=3\text{ and }\tfrac{3}{2}x-2y=1$ find (x + y) |
Question 7 |
Solve the equations$\begin{align} & 3x-2y=7 \\ & x+2y=-3 \\\end{align}$ |
Question 12 |
Given that $2x+y=7$and $3x-2y=3$, by now much is 7x greater than 10 |
Question 8 |
Solve the following equations $\begin{align} & 2x+3y=7 \\ & x+5y=0 \\\end{align}$ |
Question 12 |
Five bottles of Fanta and two packets of biscuits cost Gh¢ 6.00. Three bottles of Fanta and four packets of biscuits cost Gh¢ 5.00. Find the cost of a bottle of Fanta. |
Question 12 |
Solve the simultaneous equations$\begin{align} & x+y=2 \\ & 3x-2y=1 \\\end{align}$ |
Question 35 |
A messenger was paid N2.50 an hour during the normal working hours and N4.00 an hour during overtime. If he received N31.00 for 10 hours works, how many hours are for the overtime? |
Question 28 |
If x + y = 12 and 3x – y =20, find the value of 2x – y |
Question 43 |
Find the value of P if $\tfrac{1}{4}p+3q=10$and $2p-\tfrac{1}{3}q=7$ |
Question 21 |
Solve for y in the equations $2x-3y=22$ $3x+2y=7$ |
Question 9 |
If $y-2x=4$and $y-3x=-1$, find the value of $(x-y)$ |