find 15 rational number between 3/4 and 4/5
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Answered by
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Hi ,
3/4 = ( 3×5)/(4×5) = 15/20
4/5 = ( 4×4)/(5×4) = 16/20
required rational numbers = n = 15
multiply and divide each Rational number
with ( n + 1 ) = ( 15 + 1 ) = 16
15/20 = ( 15×16)/(20×16) = 240/320
16/20 = (16 ×16)/(20×16) = 256/320
Therefore ,
Required rational numbers between
[ 3/4 = 240/320 ] and [ 4/5 = 256/320 ] are
241/320, 242/320, 243/320, 244/320,245/320
,246/320,247/320,248/320,249/320,250/320
251/320,252/320,253/320,254/320,255/320
I hope this helps you.
: )
3/4 = ( 3×5)/(4×5) = 15/20
4/5 = ( 4×4)/(5×4) = 16/20
required rational numbers = n = 15
multiply and divide each Rational number
with ( n + 1 ) = ( 15 + 1 ) = 16
15/20 = ( 15×16)/(20×16) = 240/320
16/20 = (16 ×16)/(20×16) = 256/320
Therefore ,
Required rational numbers between
[ 3/4 = 240/320 ] and [ 4/5 = 256/320 ] are
241/320, 242/320, 243/320, 244/320,245/320
,246/320,247/320,248/320,249/320,250/320
251/320,252/320,253/320,254/320,255/320
I hope this helps you.
: )
Answered by
1
I hope this will help you
-by ABHAY
-by ABHAY
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