Time taken to cover first r miles =\(\frac{r}{x}\)
Time taken to cover last s miles=\(\frac{ s}{y}\)
Is\(\frac{r}{x} >\frac{ s}{y}\)
Statement 1- r = s+10
We have no idea about x andy
Insufficient
Statement 2- x= y+10
We have no idea about r ands
Insufficient
Combining both statements
Is\(\frac{s+10}{y+10} >\frac{ s}{y}\)
Since y and y+10 are positive, we can cross multiply them
\( sy+10y >sy+10s\)
y>s
We have no info whether y is greater thans
Insufficient
Time taken to cover last s miles=\(\frac{ s}{y}\)
Is\(\frac{r}{x} >\frac{ s}{y}\)
Statement 1- r = s+10
We have no idea about x andy
Insufficient
Statement 2- x= y+10
We have no idea about r ands
Insufficient
Combining both statements
Is\(\frac{s+10}{y+10} >\frac{ s}{y}\)
Since y and y+10 are positive, we can cross multiply them
\( sy+10y >sy+10s\)
y>s
We have no info whether y is greater thans
Insufficient
Kritisood wrote:
Julio covers first r miles
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