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The simplified expression is:
2√19 + √19 = 3√19
Simplified
2√19 + √19 = 3√19
First, let's simplify each square root individually:
√19 cannot be simplified further.
√19 can be simplified to 3√19 using the multiplication property of square roots.
Now, let's combine the square roots:
3√19 + 3√19 = 6√19
Therefore, the simplified expression is 6√19.
We can simplify each square root individually by finding the perfect square factors.
The square root of 19 can't be simplified further because it does not have any perfect square factors.
The square root of 19 can't be simplified further because it does not have any perfect square factors.
Therefore, the simplified form of the expression 19−−√ + 19−−√ is 2√19.