Add 5sqrt(10) + sqrt(10)
6sqrt(20)
sqrt(25)
sqrt(60)
6sqrt(10)
That is incorrect. The correct answer is 6sqrt(10).
To add 5√10 and √10:
First, simplify each term individually:
5√10 can be simplified as 5 * √10 = √250.
√10 remains the same.
Now, add the simplified terms:
√250 + √10 = 15√10.
So, the result is 15√10.
To simplify the expression, let's add the terms with like terms together:
5√10 + √10
To add them together, we can combine the coefficients:
(5 + 1)√10
So, the expression simplifies to:
6√10
Now, let's simplify the other expressions:
√25 = 5
√60 = √(6 * 10) = √6 * √10 = 2√15
So, the simplified expressions are:
6√10, 5, 2√15, 6√10.