Multiplying a Dimension by a Constant Factor (Grade 11 NSC Matric Mathematics): Quizzes
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10 questions from this quiz
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Practise the questions
10 questions from this quiz
When all dimensions of a prism are multiplied by factor , how does the volume change?
When all dimensions of a prism are multiplied by factor , how does the volume change?
Volume multiplied by
When all dimensions are multiplied by , how does surface area change?
When all dimensions are multiplied by , how does surface area change?
Surface area multiplied by
If only one dimension of a prism is multiplied by 5, how does the volume change?
If only one dimension of a prism is multiplied by 5, how does the volume change?
Volume multiplied by 5
If two dimensions are multiplied by 5, how does volume change?
If two dimensions are multiplied by 5, how does volume change?
Volume multiplied by 25
A prism has volume . If all dimensions are tripled, what is the new volume?
A prism has volume . If all dimensions are tripled, what is the new volume?
To double the area of a square, by what factor should each side be multiplied?
To double the area of a square, by what factor should each side be multiplied?
In the Nash problem, which suggestion doubles the room area?
In the Nash problem, which suggestion doubles the room area?
Daughter's: multiply by
Which Nash suggestion doubles area and keeps the room square?
Which Nash suggestion doubles area and keeps the room square?
Daughter's suggestion
A prism has surface area . All dimensions are doubled. What is the new surface area?
A prism has surface area . All dimensions are doubled. What is the new surface area?
In the Nash problem, Mum suggests doubling the sides. What is the result?
In the Nash problem, Mum suggests doubling the sides. What is the result?
Area quadruples to