Answer:
8√5+3√30
Explanation:
Given the equation below;
√5 × 8+3√6.
This equation can also be rewritten as √5 (8+3√6).
To simplify the surd function above, we will have to open up the bracket to have;
√5 (8+3√6 )
= 8√5+3√30
Since √30 can not be expressed as a product of a root of a perfect number and a prime number, then we will have to leave it that way.
Therefore the simplified form of the given expression is 8√5+3√30
This two values cannot be added further because the values in the square root sign are not the same.