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In the figure below, find the ratio between segment π΄π΅ and segment πΆπ· in its simplest form.
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When writing a ratio, itβs very important to pay particularly close to the order.
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It said between π΄π΅ and πΆπ·, so we go π΄π΅ to πΆπ·.
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π΄π΅ has a length of 33 centimetres.
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πΆπ· has a length of 22 centimetres.
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Now this is indeed a ratio.
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However, it should be in its simplest form, so we need to reduce it if itβs possible.
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And there is indeed a number that goes into 33 and 22.
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That would be 11.
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33 divided by 11 is three, and 22 divided by 11 is two.
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So the ratio between π΄π΅ and πΆπ· in its simplest form would be three to two.