Question

Срочно ответы нужны ждуууу

Answer 1

Ответ:  -10.

Объяснение:

((√14-5)²-29)/(√14 -1)=((√14)²-2*5√14+25 - 29)/(√14-1)=14-10√14 - 4)/(√14-1)=

=(10-10√14)/(√14-1)=10(1-√14)/(√14-1) = -10(√14-1)/(√14-1)=-10.

Answer 2

Объяснение:

$\frac{( \sqrt{14} - 5) {}^{2} - 29}{ \sqrt{14} - 1 } =\frac{\left(\sqrt{14}\right)^{2}-10\sqrt{14}+25-29}{\sqrt{14}-1} =\frac{14-10\sqrt{14}+25-29}{\sqrt{14}-1} =\frac{39-10\sqrt{14}-29}{\sqrt{14}-1} =\frac{10-10\sqrt{14}}{\sqrt{14}-1} =\frac{\left(10-10\sqrt{14}\right)\left(\sqrt{14}+1\right)}{\left(\sqrt{14}-1\right)\left(\sqrt{14}+1\right)} =\frac{\left(10-10\sqrt{14}\right)\left(\sqrt{14}+1\right)}{\left(\sqrt{14}\right)^{2}-1^{2}} =\frac{\left(10-10\sqrt{14}\right)\left(\sqrt{14}+1\right)}{14-1} =\frac{\left(10-10\sqrt{14}\right)\left(\sqrt{14}+1\right)}{13} =\frac{10-10\left(\sqrt{14}\right)^{2}}{13} =\frac{10-10\times 14}{13} =\frac{10-140}{13} =\frac{-130}{13} =-10$