frac{(sqrt{1+x+15}-sqrt{t+46})^2}{(sqrt{575*757}-sqrt{441*111})^2}=? ھەل قىلىش

$$\frac { ( \sqrt { 1 + x + 15 } - \sqrt { t + 46 } ) ^ { 2 } } { ( \sqrt { 575 \cdot 757 } - \sqrt { 441 \cdot 111 } ) ^ { 2 } } = ?$$

ھېسابلاش

$$\frac{\left(105\sqrt{1932621}+242113\right)\left(\sqrt{x+16}-\sqrt{t+46}\right)^{2}}{74623116488}$$

يېيىش

$$-\frac{242113\sqrt{\left(t+46\right)\left(x+16\right)}}{37311558244}-\frac{105\sqrt{1932621\left(t+46\right)\left(x+16\right)}}{37311558244}+\frac{105\sqrt{1932621}t}{74623116488}+\frac{105\sqrt{1932621}x}{74623116488}+\frac{242113t}{74623116488}+\frac{242113x}{74623116488}+\frac{3255\sqrt{1932621}}{37311558244}+\frac{7505503}{37311558244}$$