Solve
Study
Textbooks
Join / Login
Question
If the product of two fractions is
$512β$
and their quotient is
$53β$
, then the sum of two fractions is _________.
Easy
Open in App
Solution
Verified by Toppr
Let fractions by
$x&y$
$xu=512ββ(1)yxβ=53ββ(2)$
Multiplying
$(1)&(2)$
$xyΓyxβ=512βΓ53βx_{2}=2536β,x=2536ββ=56βy=512βΓ·56β=512βΓ65β=12β$
Was this answer helpful?
0
0
Similar questions
The sum of two fractions is
$571β$
,one of them is
$471β$
, what is the other fraction?
Easy
View solution
>
If the product of two fractions is
$512β$
and their quotient is
$53β$
, then the sum of two fractions is __________.
Easy
View solution
>
The product of two fraction is
$9$
. If one of the fraction is
$271β$
, find the other fraction.Β
Easy
View solution
>
Insert two fractions between:
$5/6$
and
$151β$
Medium
View solution
>
The product of two fractions is
$275β$
and their difference is
$1811β$
.. Find the two fractions.
Easy
View solution
>
View more