Question

is it 3.25 ???

Answer 1

Close, but not 3.25.

Answer 2

Look at MP and KP. How long in MK?

Answer 3

14

Answer 4

Once you find MK, enter all the known values in the proportion below and solve for JN.

\( \dfrac{LJ}{JN} = \dfrac{MK}{KP} \)

Answer 5

14 is correct. Now do the next step above.

Answer 6

so. wat do i do with them

Answer 7

Replace all segments in theproportion by the known values.
LJ = 8
MK = 14
KP = 6
JN is still unknown so it remains as JN.

Now solve for JN by cross multiplying.

\( \dfrac{8}{JN} = \dfrac{14}{6} \)

Answer 8

48 ang idk

Answer 9

\[\left\{\frac{8}{20-6}=\frac{\text{JN}}{6}, \text{JN} = \frac{24}{7}\right\},\left\{\frac{8}{\text{JN}}=\frac{14}{6},\text{JN} = \frac{24}{7}\right\} \]

Answer 10

\[\frac{LJ}{JN}=\frac{MK}{KP} \rightarrow \frac{8}{JN}=\frac{14}{6} \]
i.e. \[ JN = \frac{48}{14} =3.428 \approx 3.43\]