Question

√3 * √5 + √3 + √5 + 1 =

Answer 1

√3*√5+√3+√5+1=√3*(√5+1)+(√5+1) =

= (√5+1)*(√3+1)

Answer 2

To simplify the given expression √3 * √5 + √3 + √5 + 1, we can combine like terms.

First, let's note that √3 * √5 is the same as √(3 * 5), which simplifies to √15.

So the expression becomes:

√15 + √3 + √5 + 1

Now, there are no more like terms to combine, so the expression is simplified. It cannot be simplified further without knowing the exact values of √15, √3, and √5. If you have the decimal approximations for these square roots, you can substitute them into the expression to get the numerical result.