Convert the the mixed number below into an improper fraction.
4 2/5
22/5
What is the formula for percentage profit and loss?

Factorise:
12xy+20
4(3xy+5)
What is the simplest formula for the graident of a slope?
m=V/H
Vertical Lines:
x = a
Horizontal Lines:
y = a
(a) Degrees in a triangle add to?
(b) Angles on a straight line add to?
(a) 180o
(b) 180o
Convert the following improper fraction into a mixed number.
63/4
15 3/4
Emma bought an antique train set for £130.
She later sold it for £208.
Calculate her percentage profit.
60%
Factorise:
-21r^3 v^2 -12r^2 v
-3r^2 v(7rv - 4)
Will the gradient of the slope below be positive or negative?
Negative
Identify the straight lines below and their equations.

Lines A: Horizontal, y = 3
Line B: Vertical, x = -4
Can you name the angle (using letters) to represent the 50o angle?


Calculate:
2 3/5 + 1 1/2
4 1/10
Richard bought an antique vase for £256.
She later sold it at an auction for £144.
Calculate her percentage loss.
77.8% or 77.78% or 78%
Factorise:
y^2 -36
(y - 6)(y + 6)
State the gradient of the slope.

m = 1/2
Determine if the point (-2, 5) lies on the line
y = 3x + 7.
No the point (-2,5) does not lie on the line as
5 != 1
Calculate the size of angle AFB.

108o
Calculate
4 3/8 -: 1 3/4
2 1/2
David and his wife went for an anniversary dinner.
The bill came to £88 plus a tip of 10%.
Calculate the cost of the bill without the added tip.
£80
Factorise:
4r^2 - 25
(2r - 5)(2r + 5)
Calculate the gradient of the slope.

4/13
A straight line has the equation
y = 3x + 8
State the gradient, m, and the y-intercept, c.
m = 3
c = 8
Write down the three figure bearing of A from B.

45o
Calculate:
4 2/7 xx 2 5/6
12 1/7
After winter a bee keeper checked on his bees and determined that the population had decreased by 15% to roughly 595 bees.
Calculate the bee population before the winter.
700 bees
Factorise:
x^2 + 5x - 36
(x - 4)(x + 9)
Determine if the gradient of the slope is between 0.18 and 0.23. Explain your answer fully.

(a) Copy and complete the table below.

(b) Plot the points on a coordinate diagram and draw a straight line through these points to represent the equation.
(a)

(b)

Calculate the size of angle CED.

180 - 150 = 30
DCE = 30 (F angle)
CDE = 68 (Vertically opposite)
CED = 82 (Angles in triangles)