Find two rational no. between 1/4 and 3/8 and represent on number line
Answers
Answered by
16
Lcm of 4 n 8 is 8
Then we get 2/8 n 3/8
Multiply n divide with 1p both num
20/80 n 30/80
The req numbers are
21/80,22/80,23/80.....,29/80
Then we get 2/8 n 3/8
Multiply n divide with 1p both num
20/80 n 30/80
The req numbers are
21/80,22/80,23/80.....,29/80
Anonymous:
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Answered by
0
First,take the L.C.M of denominators of 1/4 and 3/8 I.e.8 than multiply 1/4 with 2/2 and 3/8 with1/1 so that u'll get the same denominator 8 that is the L.C.M but u can not find the 2 rational numbers between 2/8 and 3/8 because there is no rational number between 2/8 and 3/8 so multiply both rational numbers by 3 that is +1 of the rational numbers you want to find out so the product obtained will be 6/24 and and 9/24 so the two rational numbers between 6/24 and 9/24 are 7/24 and 8/24.
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