Solve
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Solve
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Solve the equation
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Solve
Give your solutions correct to decimal places.
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Solve
Give your solutions correct to decimal places.
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Solve
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Liz is asked to solve the equation
Here is her working.
Explain what is wrong with Liz's answer.
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Solve
Show your working clearly.
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Factorise
.
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Hence solve
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The only solution to is
Work out the values of and .
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Write in the form where and are integers.
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Solve
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Solve
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Without expanding any brackets,
show how to work out the exact solutions of
Give the solutions.
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Solve by factorising.
= ....................... or = .......................
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Solve this equation algebraically.
Give your solutions correct to 2 decimal places.
3x2 + 8x - 5 = 0
x = .................... or x = ....................
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Solve.
.............. or ............
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Solve.
= .................
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Solve
Write your answer in the form where and are integers.
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Alison is using the quadratic formula to solve a quadratic equation.
She substitutes values into the formula and correctly gets.
Work out the quadratic equation that Alison is solving. Give your answer in the form , where and are integers.
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Solve
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Solve
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Solve
Give your solutions correct to decimal places.
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The area of square is cm2.
Show that
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Solve
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can be written in the form
where and are positive numbers.
Work out the values of and .
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Using your answer to part (a), or otherwise, solve
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Here are two pieces of work.
For each one, describe the error made and give the complete correct solution.
Question: Solve by factorisation. Solution: Therefore |
Error: ........................................................
Correct solution:
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Question: Solution: Therefore or |
Error: .....................................................................
Correct solution:
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Solve by factorisation.
x = ............................ or x = ............................
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Solve by factorisation.
2x2 − 19x − 33 = 0
x = ................... or x = .................
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i) Write in the form .
[3]
ii) Solve the equation . Give your answers in surd form as simply as possible.
= ........... or = .......... [4]
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Solve
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Solve
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Solve
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Given that
find the possible values of .
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The diagram shows a trapezium.
All the measurements are in centimetres.
The area of the trapezium is cm2.
Show that
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Work out the value of .
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Given that
find the possible values of .
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The lengths of the sides are in centimetres.
The area of triangle T1 is equal to the area of triangle T2.
Work out the value of , giving your answer in the form where and are integers.
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Given that
find the values of for which
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The diagram shows a trapezium.
All measurements shown on the diagram are in centimetres.
The area of the trapezium is
Show that
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Find the value of
Show your working clearly.
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Express in the form where and are constants.
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Use your answer to part (a) to solve the equation
Give your solutions in the form where and are integers.
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Solve
Give your solutions to 3 significant figures.
You must show your working.
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and
Find the value of when .
Show your working.
= ................
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where and
Find the ratio
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