Question

Впямоугольном треугольнике АВС АВ гипотенуза , ВD-биссектриса ;DH высота BDA . Найти DH, если CD= 7 см

Answer 1

CD будет равна HD так как угол C равен угол Н=90°,уголВ делится на два и у обоих треугольниках она равна тоесть треугольники равны отсюда то что CD=HD=7

Answer 2

Given Information

We are given a right triangle ABC, where AB is the hypotenuse, BD is the bisector, and DH is the height of triangle BDA. We need to find the length of DH, given that CD = 7 cm.

Solution

To find the length of DH, we can use the properties of a right triangle and the given information.

Let's analyze the given information and use it to find the length of DH step by step:

1. We know that CD = 7 cm. 2. BD is the bisector of angle B in triangle ABC. 3. DH is the height of triangle BDA.

To find the length of DH, we need to use the properties of a right triangle and the given information. However, the search results did not provide a direct formula or equation to find the length of DH based on the given information.

Therefore, without additional information or a specific formula, it is not possible to determine the length of DH in this case.

If you have any additional information or if there is a specific formula or equation you would like me to use, please let me know, and I will be happy to assist you further.