n $\sqrt{n}$ + (n+2)$\sqrt{n+1}$
If f(x)=5^x, then prove that f(m+n)=f(m).(n)
divide the sum of 5a and 7b by 3c
1867764
24905522
18668662
3874186
3523052
6698205
96631648809435
.96631648809435
A + b + c - c + b - A
y''-2y'+y=e^xcos2x
288/2538*100
add 9y to the product of 8p and -q
50.28966
