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Presentation transcript:

Choose level of difficulty Percentages Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990. Choose level of difficulty

Percentages Help Step 1 What is the price for one adult? Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990. Help Step 1 What is the price for one adult?

Percentages Help Step 2 What is the cost for the adults? Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990. Help Step 2 What is the cost for the adults? How many adults are going?

Percentages Help Step 3 What is the cost for the daughter? Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990. Help Step 3 What is the cost for the daughter? Work out 75% of £400

Percentages Help Step 4 What is the total cost so far? 2 Adults at £400 each = £800 1 Child at £300 = £300 Help Step 4 What is the total cost so far? Add the two answers together.

Percentages Help Step 5 Work out 10% of the total cost. Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990. Help Step 5 Work out 10% of the total cost.

Percentages Help Step 6 Work out the final cost of the holiday. Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990. Total cost before discount = £1100 Discount = £110 Help Step 6 Work out the final cost of the holiday. Subtract the 10% off the total found earlier. End of Problem Return to Menu

Percentages Help Step 1 What is the price for one adult? Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990. Help Step 1 What is the price for one adult?

Percentages Help Step 2 What is the cost for the adults? Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990. Help Step 2 What is the cost for the adults? How many adults are going?

Percentages Help Step 3 What is the cost for the daughter? Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990. Help Step 3 What is the cost for the daughter? Work out 75% of £400

Percentages Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990. She books for herself, husband Billy and daughter Mary (aged 11). Help Step 4 What is the total cost so far? Add the two answers together.

Percentages Help Step 5 Work out 10% of the total cost. Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990. Help Step 5 Work out 10% of the total cost.

Percentages Help Step 6 Work out the final cost of the holiday. Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990. Help Step 6 Work out the final cost of the holiday. Subtract the 10% off the total found earlier. End of Problem Return to Menu

Percentages Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990.

Percentages Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990.

Percentages Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990.

Percentages 2 Adults at £400 each = £800 1 Child at £300 = £300

Percentages Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990.

Percentages Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990. Total cost before discount = £1100 Discount = £110 End of Problem Return to Menu

Percentages Hint What is the cost before the discount? Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990. Hint What is the cost before the discount?

Percentages Hint What is the discount? Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990. Hint What is the discount?

Percentages Hint How do you get the final answer? Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990. Hint How do you get the final answer? End of Problem Return to Menu

Percentages Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990. End of Problem Return to Menu