Question

(3^√4+2√2)(2√2-3^√4) срочнооо!!!!!!!!!!!

Answer 1

(3^2√2+2√2)(2√2-3^2√2)= (6√2+2√2)(2√2-6√2) = (6√2-2√2)в квардрате

Answer 2

First, let's simplify the exponents. Recall that √4 = 2, so we have:

3^(√4+2√2) = 3^(2+2√2) = 3^2 * 3^(2√2) = 9 * √(3^4)

Similarly,

3^√4 = 3^2 = 9

Now, let's distribute the terms:

(3^(√4+2√2))(2√2-3^√4) = (9√(3^4))(2√2) - (9)(3^√4)

Simplifying further,

(9√(3^4))(2√2) - (9)(3^√4) = 18√2 * 81 - 81 = 1458√2 - 81

Therefore, the simplified expression is 1458√2 - 81.