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प्रश्न
Match the equivalent fractions and write two more for each.
| (i) | `250/400` | (a) | `2/3` |
| (ii) | `180/200` | (b) | `2/5` |
| (iii) | `660/990` | (c) | `1/2` |
| (iv) | `180/360` | (d) | `5/8` |
| (v) | `220/550` | (e) | `9/10` |
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उत्तर
| (i) | `250/400` | (d) | `5/8` |
| (ii) | `180/200` | (e) | `9/10` |
| (iii) | `660/990` | (a) | `2/3` |
| (iv) | `180/360` | (c) | `1/2` |
| (v) | `220/550` | (b) | `2/5` |
Explanation:
(i) `250/400`
= `((5 xx 50))/((8 xx 50))`
= `5/8`
`25/40` and `30/48` are two more fractions
(ii) `180/200`
= `((9 xx 20))/((10 xx 20))`
= `9/10`
`18/20` and `27/30` are two more fractions
(iii) `660/990`
= `((2 xx 330))/((3 xx 330))`
= `2/3`
`20/30` and `200/300` are two more fractions
(iv) `180/360`
= `((1 xx 180))/((2 xx 180))`
= `1/2`
`20/40` and `30/60` are two more fractions
(v) `220/550`
= `((2 xx 110))/((5 xx 110))`
= `2/5`
`20/50` and `40/100` are two more fractions
संबंधित प्रश्न
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Find the equivalent fraction of `36/48` with numerator 9.
Check whether the given fractions is equivalent:
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The following fraction represents just three different numbers. Separate them into three groups of equivalent fractions, by changing each one to its simplest form.
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The following fraction represents just three different numbers. Separate them into three groups of equivalent fractions, by changing each one to its simplest form.
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To obtain an equivalent fraction of `3/5`, which of the following operations should be performed?
