\(=\dfrac{168\times\left(168-68\right)}{50\times\left(67+100+1\right)}=\dfrac{168\times100}{50\times168}=\dfrac{100}{50}=2\)
`@V.Tr.V`
=168.(168-68)
__________
50.(67+100+1)
=168.100
________
50.186
=100
___
50
=2
\(\dfrac{168x168-168x68}{50x67+100x50+25+25}=\dfrac{168\left(168-68\right)}{50x67+100x50+50}=\dfrac{168x100}{50\left(67+100+1\right)}=\dfrac{168x100}{50x168}=\dfrac{100}{50}=2\)