Question

Катеты треугольника относятся 5 к 6. Гипотенуза 122см. Найти проекции катетов на гипотенузу без Т,Пифагора

Answer 1

Решение в приложении.

Answer 2

Finding the Projections of the Catheti on the Hypotenuse

To find the projections of the catheti on the hypotenuse of a right triangle, we can use the given lengths of the catheti and the hypotenuse. Let's denote the lengths of the catheti as 5 and 6, and the length of the hypotenuse as 122 cm.

The projections of the catheti on the hypotenuse can be calculated using the following formulas:

Projection of the first cathetus (5) on the hypotenuse: Projection1 = (cathetus1 / hypotenuse) * hypotenuse = (5 / 122) * 122 = 5 cm.

Projection of the second cathetus (6) on the hypotenuse: Projection2 = (cathetus2 / hypotenuse) * hypotenuse = (6 / 122) * 122 = 6 cm.

Therefore, the projection of the first cathetus on the hypotenuse is 5 cm, and the projection of the second cathetus on the hypotenuse is 6 cm.

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