Question

Select the correct answer. a diagram of rhombus in diagonals lmnop in which lm equals 5.66, lp equals 5.39, mn equals 6, and mp equals 2.24. in the diagram, quadrilateral lmno is a parallelogram. what is the length of ? a. 6 b. 5.66 c. 5.39 d. 2.24

Answer 1

The length of line NP as per figure is 0.27 units.

Given that LMNO is a parallelogram and we're looking to find the length of NP:

If LM = 5.66 and LP = 5.39, and LM is a diagonal of the parallelogram, NP is a part of MN.

We're given that MN = 6 and MP = 2.24. To find NP, we can use the fact that LM = LP + MP (as diagonals of a parallelogram bisect each other).

LM = LP + MP

5.66 = 5.39 + MP

Solving for MP:

MP = 5.66 - 5.39

MP = 0.27

Since MP = NP, NP also equals 0.27.

Therefore, the length of NP is 0.27 units.

Question:

In the diagram, quadrilateral LMNO is a parallelogram. What is the length of NP?