AQA Level 2 Certificate Further Maths
Topic questions Geometry and measures Area and perimeter
8 questions · 34 marks · about 45 minutes
A 60 cm piece of wire is bent to form three sides of a rectangle. It is then attached to a fixed rod as shown in the diagram.
The area of the rectangle is A cm2
Show that A = x (60 – 2 x)
Work out the maximum value of A as x varies.
The diagram shows a trapezium. All lengths are in centimetres.
The area of the trapezium is less than 22cm2
Work out the greatest possible range of values of x. Give your answer in the form m 
x n where m and n are both positive numbers.
C and E are points on the circle with equation x2 + y2 = 144 CD is a straight line. O D: DE = 5: 1
Work out the shaded area. Give your answer as a decimal.
A garden patio is made from two rectangles. All lengths are in metres.
The area of the patio is less than 51m2
Work out the range of possible values of x. Give your answer in the form a 
x 
b where a and b are both integers. You must show your working.
ABC is a triangle with perpendicular height AD.
BD: DC = 2: 3
Work out the size of angle w.
ABC is a triangle. The perpendicular from A meets BC at D.
Work out the length, in cm, of AD.
The rectangle and triangle shown have equal areas.
Work out the value of 
Give your answer in its simplest form.
The equations of the two circles shown are
Work out the shaded area. Give your answer as an integer multiple of π.
Memes
Laugh now. Cry in the exam hall later. Then come back and do a past paper.
Mum 💖
how's further maths going?? 🥰
my answers are all complex rn
keep it simple love 💖
📱 Screen time this week · Spotify4h 59m
Further Maths starter pack