Question

(10)^2 +(18-(√25+(5-3-9)-(5)^9​

Answer 1

RESOLVER:

$10^2+\left(18-\left(\sqrt{2}\cdot \:5+\left(5-3-9\right)-5^9\right)\right)$

Quitamos los paréntesis

$=10^2+18-\left(\sqrt{2}\cdot \:5+5-3-9-5^9\right)$

Ahora resolvemos la expresión  $\left(\sqrt{2}\cdot \:5+5-3-9-5^9\right)$

$\left(\sqrt{2}\cdot \:5+5-3-9-5^9\right)=\left(5\sqrt{2}-1953132\right)$

$=10^2+18-\left(5\sqrt{2}-1953132\right)$

$10^2=100$

$=100+18-\left(5\sqrt{2}-1953132\right)$

$\left(5\sqrt{2}-1953132\right)=-5\sqrt{2}+1953132$

$=100+18-5\sqrt{2}+1953132$

$\boxed{\boxed{=1953250-5\sqrt{2}}}$

MUCHA SUERTE...