Advertisements
Advertisements
प्रश्न
Give four rational numbers equivalent to `4/9`.
Advertisements
उत्तर
The given rational number is `4/9`.
We know that the equivalent number can be found by multiplying or dividing the numerator and denominator of a rational number by the same number.
Hence, the first rational number equivalent to the given rational number
`4/9 = (4 xx 2)/(9 xx 2) = 8/18`
And the second rational number equivalent to the given rational number
`4/9 = (4 xx 3)/(9 xx 3) = 12/27`
And the third rational number equivalent to the given rational number
`4/9 = (4 xx 4)/(9 xx 4) = 16/36`
And the fourth rational number equivalent to the given rational number
`4/9 = (4 xx 5)/(9 xx 5) = 20/45`
Thus, the four rational numbers equivalent to the given rational number are
`8/18, 12/27, 16/36 "and" 20/45`
APPEARS IN
संबंधित प्रश्न
Draw the number line and represent the following rational numbers on it:
`3/4`
Which is greater in the following?
`(-5)/6, (-4)/3`
Which is greater in the following?
`(-3)/4, 2/(-3)`
List any five rational numbers between the given rational numbers
`(-1)/2` and `3/5`
Simplify : `1/2 + (3/2 - 2/5) ÷ 3/10 xx 3` and show that it is a rational number between 11 and 12
Between the numbers `15/20` and `35/40`, the greater number is ______.
There are ______ rational numbers between any two rational numbers.
`9/6` lies between 1 and 2.
Between any two rational numbers there are exactly ten rational numbers.
All positive rational numbers lie between 0 and 1000.
