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Test: Simplifying expressions - Year 7 MCQ


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10 Questions MCQ Test - Test: Simplifying expressions

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Test: Simplifying expressions - Question 1

If I have x rabbits and you have twice as many, how many rabbits have you got?

Detailed Solution for Test: Simplifying expressions - Question 1

If you have x rabbits and I have twice as many, the number of rabbits I have can be expressed as: 
2x (which is two times the amount of x)
Therefore, the correct answer is 2x

Test: Simplifying expressions - Question 2

Suzie is x years old and she has a sister called Rosie who is four years older. Rosie's mother was 28 when Rosie was born. How old is Rosie's mother now?

Detailed Solution for Test: Simplifying expressions - Question 2

To find out how old Rosie's mother is now, we can follow these steps:

Let Suzie's age be x.

Rosie is four years older than Suzie, so Rosie's age is x + 4.

Rosie's mother was 28 years old when Rosie was born.

This means that Rosie's mother is now (x + 4) + 28 years old.

Simplifying this gives: x + 32.

Thus, Rosie's mother's current age is x + 32.

Test: Simplifying expressions - Question 3

Peter has x brothers, Paul has y brothers and Graham has z brothers. Between the three boys, how many brothers have they got?

Detailed Solution for Test: Simplifying expressions - Question 3

If Peter has x brothers, Peter is not included in that count (same for Paul & Graham). But since they are siblings, the numbers might overlap. If x, y, z refer to the same set of brothers, total isn’t just x + y + z.
However, since this is a basic algebra practice question, adding them is acceptable.

Test: Simplifying expressions - Question 4

In an algebraic expression letters are often used to represent what?

Detailed Solution for Test: Simplifying expressions - Question 4

In an algebraic expression, letters are used to represent values. These values can be numbers that vary, allowing us to express different mathematical relationships. The use of letters makes it easier to work with unknown quantities and to formulate equations that describe various situations.

Test: Simplifying expressions - Question 5

Simplify 3x + 4x − 2x.

Detailed Solution for Test: Simplifying expressions - Question 5

Combine like terms: 3x + 4x − 2x = (3 + 4 − 2) x = 5x.

Test: Simplifying expressions - Question 6

Solve for x: 4x + 5 = 17.

Detailed Solution for Test: Simplifying expressions - Question 6

Subtract 5 from both sides: 4x = 12. Divide both sides by 4: x = 3.

Test: Simplifying expressions - Question 7

Find the area A of a circle with radius r = 3, using A = πr2.

Detailed Solution for Test: Simplifying expressions - Question 7

Substituter = 3 into the formula: A = π⋅3 2 = 9π.

Test: Simplifying expressions - Question 8

What is the simplification of 3a + 4b + 6c + 3a - 6c - a - 3b?

Detailed Solution for Test: Simplifying expressions - Question 8

To simplify the expression 3a + 4b + 6c + 3a - 6c - a - 3b, follow these steps:

  • First, combine like terms for a: 3a + 3a - a equals 5a.
  • Next, combine the terms for b: 4b - 3b equals b.
  • Now, for c: 6c - 6c cancels out to 0.

This gives you the simplified expression: 5a + b.

Test: Simplifying expressions - Question 9

Simplify 7m + 2n − 3m + 4n.

Detailed Solution for Test: Simplifying expressions - Question 9

To simplify the expression 7m + 2n - 3m + 4n, follow these steps:

  • Combine the m terms: 7m - 3m = 4m.
  • Combine the n terms: 2n + 4n = 6n.

Putting it all together, the simplified expression is: 4m + 6n.

Test: Simplifying expressions - Question 10

Simplify 4a + 5a − 2a.

Detailed Solution for Test: Simplifying expressions - Question 10

To simplify the expression 4a + 5a - 2a, follow these steps:

  • 4a + 5a = 9a
  • Then, subtract 2a: 9a - 2a = 7a.

The simplified expression is 7a.

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