Converting Ratios to Fractions Shootout Students compete 1

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Converting Ratios to Fractions – Shootout! Students compete (1 v 1 in pairs or

Converting Ratios to Fractions – Shootout! Students compete (1 v 1 in pairs or in teams, at their tables or at the front) to answer questions the quickest. Students could write on your whiteboard or their own. Delete too difficult/easy question slides beforehand (and its individual intro slide). Click anywhere to start the music, then click ‘Go’ to show the question, then click again to show the answer. This game has sound!

Shootout! Converting Ratios to Fractions

Shootout! Converting Ratios to Fractions

Correct Answer = 1 pt Fastest! = 1 pt

Correct Answer = 1 pt Fastest! = 1 pt

Ready? Go!

Ready? Go!

Convert the first part of this ratio to a fraction.

Convert the first part of this ratio to a fraction.

Ready? Go!

Ready? Go!

Convert the first part of this ratio to a fraction.

Convert the first part of this ratio to a fraction.

Ready? Go!

Ready? Go!

Convert the first part of this ratio to a fraction.

Convert the first part of this ratio to a fraction.

Ready? Go!

Ready? Go!

Convert the second part of this ratio to a fraction.

Convert the second part of this ratio to a fraction.

Ready? Go!

Ready? Go!

Convert the first part of this ratio to a fraction.

Convert the first part of this ratio to a fraction.

Ready? Go!

Ready? Go!

Convert the first part of this ratio to a fraction.

Convert the first part of this ratio to a fraction.

Ready? Go!

Ready? Go!

Convert the second part of this ratio to a fraction.

Convert the second part of this ratio to a fraction.

Ready? Go!

Ready? Go!

Convert the first part of this ratio to a fraction.

Convert the first part of this ratio to a fraction.

Ready? Go!

Ready? Go!

Convert the first part of this ratio to a fraction.

Convert the first part of this ratio to a fraction.

Ready? Go!

Ready? Go!

Convert the last part of this ratio to a fraction.

Convert the last part of this ratio to a fraction.

Questions? Comments? Suggestions? …or have you found a mistake!? Any feedback would be appreciated

Questions? Comments? Suggestions? …or have you found a mistake!? Any feedback would be appreciated . Please feel free to email: tom@goteachmaths. co. uk