If \({a+b\over c+d}={16\over 15}\)
then what is a,b,c and d?
Or just, what is abcd=?
Another possibly dumb question my classmate made and we tried to solve.
If
\(\frac{a+b}{c+d}=\frac{16}{15}\)
then what is a,b,c and d?
Or just, what is abcd=?
Another possibly dumb question my classmate made and we tried to solve.
\(\frac{9+7}{10+5}=\frac{16}{15}\)
\(a=9,\ b=7,\ c=10,\ d=5\)
\( abcd=9\times 7\times 10\times 5=3150\)
Was that asked?
!
It could be
\({1+15 \over 1+14}\)
And then abcd = 210...
This problem is probably unsolvable.