Multiply (519 −−−√ ) (62–√) . Give an exact answer.(1 point)
To find an exact answer, we need to simplify the expression first.
We have (519 - √62)(62 - √62).
Let's distribute the first term (519) to both terms inside the second parentheses:
519 * 62 - 519 * √62 - √62 * 62 + √62 * √62.
Next, simplify the terms with the square root:
519 * 62 - 519√62 - 62√62 + √(62*62).
Since √(62*62) is equal to 62, we can simplify further:
519 * 62 - 519√62 - 62√62 + 62.
Combining like terms, we get:
32058 - 519√62 - 62√62 + 62.
So the exact answer is:
32058 - 519√62 - 62√62 + 62.