Find the reciprocal of a fraction

Division with fractions involves working with reciprocals

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Views #: 1404
Questions #: 8
Time: 5 minutes
Pass Score: 80.0%
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Two numbers are called reciprocals if their product is

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Zero has a reciprocal which is zero

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The following numbers are reciprocals

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$\frac78 and \frac87$

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To find the reciprocal of a fraction

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Find the reciprocal of the following number

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$\frac23$

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Find the reciprocal of the following number

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$-\frac34$

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Find the reciprocal of the following number

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$5$

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Reciprocal vs Opposite

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The reciprocal of \(-\frac{9}{16}\) is (1)

The opposite of \(-\frac{9}{16}\) is (2)

Please drag and drop the selected option in the right place or type it instead
\(\frac{9}{16}\)
\(-\frac{16}{9}\)
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0
sin cos tan
sin-1 cos-1 tan-1 π e
xy x3 x2 ex 10x
y√x 3√x √x ln log
( ) 1/x % n!
7 8 9 + MS
4 5 6 – M+
1 2 3 × M-
0 . EXP ÷ MR
± RND C = MC
Keywords
Year 7