Question

Стороны параллелограма равна 6и 10 высота проведенная к меньшей из них равна 8 найти высоту проведенная к с проведенная к меньшей из них равна меньшей из них равна

Answer 1

Вам надо найти большую высоту?
если да то
вот
6:10=8:х
6х=80
х=80:6
х=40/3
х=13 целых 1/3
вот так вот

Answer 2

Parallelogram and its Height

A parallelogram is a quadrilateral with opposite sides that are parallel and equal in length. In this case, the sides of the parallelogram are given as 6 and 10. Additionally, the height drawn to the shorter side is given as 8.

To find the height drawn to the longer side, we can use the fact that the area of a parallelogram is equal to the product of its base and height. Since the area remains the same regardless of which side is considered the base, we can use the shorter side as the base and find the height drawn to the longer side.

Let's denote the shorter side as a = 6, the longer side as b = 10, and the height drawn to the shorter side as h = 8.

The area of the parallelogram can be calculated using the formula: Area = base × height.

Since the base is a = 6 and the height is h = 8, the area of the parallelogram is Area = 6 × 8 = 48.

Now, we can find the height drawn to the longer side using the formula: Area = base × height.

Let's denote the height drawn to the longer side as h'.

Since the base is b = 10 and the area is Area = 48, we can rearrange the formula to solve for h':

Area = base × height 48 = 10 × h' h' = 48 / 10 h' = 4.8

Therefore, the height drawn to the longer side of the parallelogram is 4.8.

Conclusion

In summary, given a parallelogram with sides of length 6 and 10, and a height drawn to the shorter side of 8, the height drawn to the longer side is 4.8.