Help algebra

we first use the quadratic equation to found out what is A and B then we plugin number and use a calculator to found the answer which is 21/20 sorry for the previous answer, I see the question wrong

The problem is (in LaTeX):

Let $a$ and $b$ be the solutions to $5x^{2}-11x+4=0$. Find $\frac{1}{a+1} + \frac{1}{b+1}$.

FYI: In LaTeX, 

\binom{a}{b} = $\binom{a}{b}$

a^{b} = $a^{b}$

\frac{a}{b} = $\frac{a}{b}$

1/ ( a + 1)   +  1 / ( b + 1)   =

     a + b  +  2

_______________

ab + a +   b +  1

By Vieta

The  sum of the roots    =  11 / 5   =  a + b

And  the product of the roots =   4/5    =  ab

So

(11/5)  + 2                               21 / 5                 21

_________________   =   __________  =     ____ 

 (4/5)  + ( 11/5)  + 1                20  / 5                20