Rearranging Formulas (Edexcel GCSE Maths): Flashcards

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Rearranging formulas
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What is the subject of a formula?

The letter that stands alone on one side of the equals sign

What does rearranging formulas mean?

Changing a formula so a different letter becomes the subject

Step 1 of 7-step method for rearranging formulas

Remove square roots by squaring both sides

Step 2 of 7-step method for rearranging formulas

Remove fractions by multiplying every term by denominator

Step 3 of 7-step method for rearranging formulas

Multiply out brackets using algebraic rules

Step 4 of 7-step method for rearranging formulas

Collect subject terms on one side, others on the other

Step 5 of 7-step method for rearranging formulas

Combine like terms to form Ax=BAx = B, may need to factorise

Step 6 of 7-step method for rearranging formulas

Divide both sides by the coefficient AA

Step 7 of 7-step method for rearranging formulas

Take square root of both sides, include ± sign

When do you include the ± sign when rearranging?

When taking square root at the end (step 7)

Strategy if subject appears twice in formula?

Factorise to take out the subject as common factor

Best practice for fractions when rearranging

Multiply through by denominator early in the process

What makes the 7-step method flexible?

You can skip steps that don't apply to your problem

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