Question

Дан параллелограм АВСД Найти АВ+АД,СД+ВС

Answer 1

Янезнаю сони паЦанизини я просто незнаю 

Answer 2

Parallelogram ABCD

To find the lengths of AB, AD, and CD in parallelogram ABCD, we can use the given information and apply the properties of parallelograms.

Given: - AD || BC - AB || CD - ABF = 4 - EF || ND

Solution

1. Finding AB: - Since AB || CD, ABF = 4, and EF || ND, we can use the property that opposite sides of a parallelogram are equal in length. - Therefore, AB = CD = 4 [[2 #]].

2. Finding AD: - Since AD || BC, we can use the property that opposite sides of a parallelogram are equal in length. - Therefore, AD = BC [[1 #]].

3. Finding CD: - Since AB || CD, we already found that CD = 4 [[2 #]].

Results

- AB = 4 - AD = BC - CD = 4

By applying the properties of parallelograms, we have found the lengths of AB, AD, and CD in parallelogram ABCD.