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प्रश्न
Write four more rational numbers in the following pattern:
`(-3)/5, (-6)/10,(-9)/15, (-12)/20, ...`
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उत्तर
The given rational numbers are `(-3)/5, (-6)/10,(-9)/15, (-12)/20, ...`
A closer look at the given rational numbers shows that the next rational number is formed by adding 3 to the numerator of the previous rational number and adding 5 to the denominator.
Hence, there are 4 other rational numbers of the same patterns.
`(-12 - 3)/(20 + 5) = (-15)/25`
And, `(-15 - 3)/(25 + 5) = (- 18)/30`
And, `(- 18 - 3)/(30 + 5) = (- 21)/35`
And, `(-21 - 3)/(35 + 5) = (-24)/40`
Hence, there are 4 more rational numbers of the given patterns
`(- 15)/25, (- 18)/30 , (- 21)/35 "and" (-24)/40...`
संबंधित प्रश्न
Rewrite the following rational number in the simplest form:
`(-44)/72`
Fill in the box with the correct symbol out of >, <, and =.
`(-7)/8 square14/(-16)`
Write the given rational numbers in ascending order:
`(-3)/7, (-3)/2, (-3)/4`
The product of two rational numbers is\[\frac{- 8}{9} .\] If one of the numbers is \[\frac{- 4}{15},\] find the other.
Write three rational numbers that lie between the two given numbers.
`7/8, (-5)/3`
Write three rational numbers that lie between the two given numbers.
`5/7`, `11/7`
Between two given rational numbers, we can find ______
The product of two rational numbers is `(-14)/27`. If one of the numbers be `7/9`, find the other.
Sum of two rational numbers is always a rational number.
Arrange the rational numbers `(-7)/10, 5/(-8), 2/(-3), (-1)/4, (-3)/5` in ascending order.
