wbryan25
wbryan25 wbryan25
  • 02-09-2020
  • Mathematics
contestada

In the figure below, K lies between J and L. Find the location of K so that JK is 1/7 of JL.​

In the figure below K lies between J and L Find the location of K so that JK is 17 of JL class=

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fcooper22
fcooper22 fcooper22
  • 02-09-2020

Answer:

-22 is the value of K.

Step-by-step explanation:

A simple way to see how far a mid-point or end-point is from another is by adding or subtracting. For this figure I added to see how many numbers would add twice to get from -15 to -29. -14 is the exact number from -15 to -29; divide that by 2 to get half of -14 which is -7. -7 + (-15) gives you -22.

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deepakkumarteli710
deepakkumarteli710 deepakkumarteli710
  • 02-09-2020

Answer:

-27

Step-by-step explanation:

JL= -29-(-15)=14 units

JK= 1/7(JL)

length of JK= 1/7(14) = 2 unit

K = -29+2 = -27

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