MYP Mathematics A concept-based approach 1>Chapter 5 - Fractions Human Connections>Dividing fractions by fractions>Q 2

EASY

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IMPORTANT

Earn 100

When does the use of fraction bars for dividing fractions become difficult? Explain.

Important Questions on Fractions Human Connections

EASY

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IMPORTANT

MYP Mathematics A concept-based approach 1>Chapter 5 - Fractions Human Connections>Reflect and discuss 5>Q •

Explain why it is important to have a algorithm to divide fractions and not just rely on fractions or diagrams.

EASY

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IMPORTANT

MYP Mathematics A concept-based approach 1>Chapter 5 - Fractions Human Connections>Reflect and discuss 5>Q •

What would you do if you were asked to perform a division that involved one or more mixed numbers?

EASY

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IMPORTANT

MYP Mathematics A concept-based approach 1>Chapter 5 - Fractions Human Connections>Another way of looking at it>Q 1

'The easiest number to divide by is

1'

. Explain

EASY

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IMPORTANT

MYP Mathematics A concept-based approach 1>Chapter 5 - Fractions Human Connections>Another way of looking at it>Q 2

What fraction can you multiply

\frac{2}{3}

by to obtain

1 ?

EASY

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IMPORTANT

MYP Mathematics A concept-based approach 1>Chapter 5 - Fractions Human Connections>Another way of looking at it>Q 5

Explain in your own words why multiplying by the reciprocal of the divisor accomplishes the same thing as dividing two fractions.

MEDIUM

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IMPORTANT

MYP Mathematics A concept-based approach 1>Chapter 5 - Fractions Human Connections>Practice 3>Q 1

Find the reciprocal of the following fraction:

$\frac{2}{9}$

EASY

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IMPORTANT

MYP Mathematics A concept-based approach 1>Chapter 5 - Fractions Human Connections>Practice 3>Q 1

Find the reciprocal of the following fraction:

$\frac{3}{5}$

EASY

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IMPORTANT

MYP Mathematics A concept-based approach 1>Chapter 5 - Fractions Human Connections>Practice 3>Q 1

Find the reciprocal of the following fraction:

$\frac{10}{21}$