Simplifying Algebra
-
Either paper 2 marks
Simplify \(8s + 8t + 4 - 6s - 3 +t\)
-
Either paper 2 marks(a)
Simplify \(3a \times 6b\)
(b)Simplify \(2a \times 6a\)
-
Either paper 3 marks
Simplify fully.
(a)\(c \times c \times c\)
(b)\(p + p\)
(c)\(b + b + b + b + 3 \times a \times a\)
-
Either paper 1 mark
Circle the expression that is equal to \(8m + 3 - 2m\)
\(9m\) \qquad \(11 - 2m\) \qquad \(10m + 3\) \qquad \(6m + 3\)
-
Either paper 2 marks
Simplify \(9n^2 + 3n -n^2 - 6n\)
-
Either paper 2 marks
Simplify \(\frac{ 12k^{ 6 } }{ 2k^{ 3 } }\)
-
Either paper 4 marks
Here is an expression.
\(8s + 3t - 5s + 2t\)
(a)Simplify the expression.
(b)Work out the value of the expression when \(s = 2\) and \(t = -7\).
-
Either paper 2 marks
When \(4p + 3q + kp + 7q\) is simplified, the result is \(3p + 10q\).
Work out the value of \(k\).
-
Either paper 4 marksMatch each expression on the left with the simplified expression on the right. One of the simplified expressions is not needed.
Write the letter of the matching simplified expression for each expression.Expression Simplified expression \(9(n + 4) - 36 - 2n\) A \(25n^2\) \(12n + 4 - 4 - n\) B \(13n\) \(3n + 16n - 6n\) C \(25n\) \(5n \times 5n\) D \(7n\) E \(11n\) -
Either paper 1 mark
Zainab is asked to simplify \(8 \times 8n + 5n\)
Here is her working.
\(8 \times 8n + 5n = 88n + 5n = 93n\)
Explain what is wrong with her working.
- \(2s + 9t + 1\)
-
(a) \(18ab\)
(b) \(12a^2\) -
(a) \(c^{3}\)
(b) \(2p\)
(c) \(4b + 3a^{2}\) - \(6m + 3\)
- \(8n^2 - 3n\)
- \(6k^{ 3 }\)
-
(a) \(3s + 5t\)
(b) \(-29\) - \(-1\)
- Expression \(3n + 16n - 6n\) matches B; \(5n \times 5n\) matches A; \(9(n + 4) - 36 - 2n\) matches D; \(12n + 4 - 4 - n\) matches E. Option C is not needed.
- The two numbers have been written side by side instead of being multiplied together. \(8 \times 8n = 64n\), not \(88n\).
Takes a couple of seconds the first time a sheet is made.