Line CD contains points C(7, 4) and D(6, 1). Line JK is parallel to line CD. Which two points lie on line JK?
A) J(−4, 1) and K(−2, 7)
B) J(6, −3) and K(1, −2)
C) J(0, −3) and K(−5, 4)
D) J(2, 5) and (−1, 6)
Answers
If you are not satisfied with the answer or you can’t find one, then try to use the search above or find similar answers below.
Find similar answers
Mathematics, added 2020-09-23 05:15:01
Determine the next term in the geometric sequence. 1024, 512, 256, 128, ? ...
Mathematics, added 2020-09-23 03:44:04
Determine the next term in the geometric sequence. 1024, 512, 256, 128, ? ...
Mathematics, added 2020-09-17 10:31:54
If you add 1/3 of a number to itself you get 1348 what is the number ...
Mathematics, added 2020-09-17 08:57:58
If you add 1/3 of a number to itself you get 1348 what is the number ...
Answered by jinc0930
From 6,1 to 7,4 We can determine the slope of the line rise/run 3/1=3 Now we know the slope of the line, a line parallel to it must obtain the same slope, therefore, I tried to see if the increase in y is three times the increase in x I found the true pair to be A (-4,1) and (-2,7)
Answered by jimmyrepin
Line Jk is parallel to CD so their slopes must be the same. Slope of CD = (4-1)/(7-6) = 3/1 = 3 Try Option A Slope of JK = 7(-1)/(-2 - -4) = 6 / 2 = 3 So the points are in Choice A