11 Plus Area and Perimeter Mock Exam
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Check out our new 11 Plus Area and Perimeter Mock Exam, activated to test your skills over the 11 Plus maths topic- Area and perimeter.
Area and perimeter:
Area and perimeter are measurements of an object.
An area is a place occupied by any object. It is expressed in square units.
Perimeter is the length of the outline of any object. It has the same units as that of length or breadth.
Formulae for calculating the area and perimeter of some standard shapes are listed below:
For a square:
The area of square = side x side (square units).
The perimeter of the square = 4 x side (unit)
For a rectangle:
The area of the rectangle = length x breadth (square units).
The perimeter of Rectangle = 2 x (length + breadth) (unit)
For a triangle:
The triangle area = ½ x base x Height (square units).
The perimeter of the Triangle = (AB + BC + CA) (unit) where A, B, and C are the vertices of the given Triangle.
For a circle, the perimeter is defined as the circumference. Therefore,
The area of the circle = π * r2
where r = radius of a circle
Diameter(d) = 2 * r
The circumference of a circle = 2πr (unit)
11plusehelp.co.uk provides various problems on 11 plus maths topics with detailed explanations under each question. It provides 11 Plus maths past papers in multiple-choice or blank type practice papers with time-bound. We provide word problems on math topics like addition, subtraction, skip counting, age range, pre-algebra, fraction, decimals, etc.
Here are some sample questions on the 11 Plus area and perimeter Mock Exam available on our website:
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These online 11 plus mock exams give you and your child a good idea about the difficulty level they would expect in the actual 11 Plus exam.
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Incorrect questions with answers and explanations,
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We have 11 Plus Maths practice papers whose pattern is the same as the 11 Plus grammar school maths test, 11 Plus independent school maths test, or any private school maths test. We’ve provided 11 plus maths worksheets that can be used to enable students to monitor their self-learning progress.
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