In a right-angled triangle, an 8 cm leg is given, an angle of 58 g adjacent to it. Find the second leg and the hypotenuse.

To solve this task, it is necessary to find the length of the second leg and hypotenuse;

Consider this task and analyze it;

According to the condition of the task, a right-angled triangle is given and the first leg is equal to eight centimeters, as well as an adjacent angle of fifty-eight degrees;

Since the triangle is rectangular, we will use trigonometric formulas;

Let’s denote the first leg by the letter A, the second by the letter B and the hypotenuse C, then;

B = A * tg54 = 8 * 1.3764 = 11cm;

Let’s find the hypotenuse;

C = A / cos54 = 8 / 0.5878 = 13.61cm.