Question

Alguem me ajuda? Considere Pi igual a 3,14
$\alpha + \beta = \\ \\ \\ \alpha = \pi - \sqrt{1089} + 8 ^{2} \\ \\ \beta = \frac{700}{3} - \sqrt[3]{8} - \pi$

Answer 1

$\alpha = \pi - \sqrt{1089}+8^2\\\\ \beta = \frac{700}{3}- \sqrt[3]{8}- \pi \\\\\ \text{entao}\\\\ \alpha + \beta \\\\= \pi - \sqrt{1089}+8^2 + \frac{700}{3}- \sqrt[3]{8}- \pi$

π-π = 0
8² = 8.8 = 64
∛8 = 2
√1089 = 33

entao vai ficar
$33+64+ \frac{700}{3} -2\\\\= 95+ \frac{700}{3}\\\\\\= \frac{3*95+700}{3} \\\\= \frac{285+700}{3} \\\\= \frac{985}{3}$