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The map of a biking trail is drawn on a coordinate grid. The trail starts at P(−7, 6) and goes to Q(4, 6). It goes from Q to R(...Asked by Zach
The map of a biking trail is drawn on a coordinate grid.
The trail starts at P(−3, 2) and goes to Q(1, 2).
It continues from Q to R(1, −1) and then to S(8, −1).
What is the total length (in units) of the biking trail?
11
13
14
16
The trail starts at P(−3, 2) and goes to Q(1, 2).
It continues from Q to R(1, −1) and then to S(8, −1).
What is the total length (in units) of the biking trail?
11
13
14
16
Answers
Answered by
Reiny
You will have to use your distance formula three times.
Add the lengths of PQ , QR, and RS
I will do QR, you do the other distances , PQ and RS
Q(1,2), R(1,-1)
QR = √( (1-1)^2 + (-1-2)^2 )
= √( 0 + 9)
= 3 units
Just noticed that all your trips are either horizontal or vertical, so this is really easy.
Just count how far you have gone horizontally:
-3 ---> 8 which is 11 units
how far vertically:
2 ----> -1 , that is 3 units
so you have gone 11 units.
Add the lengths of PQ , QR, and RS
I will do QR, you do the other distances , PQ and RS
Q(1,2), R(1,-1)
QR = √( (1-1)^2 + (-1-2)^2 )
= √( 0 + 9)
= 3 units
Just noticed that all your trips are either horizontal or vertical, so this is really easy.
Just count how far you have gone horizontally:
-3 ---> 8 which is 11 units
how far vertically:
2 ----> -1 , that is 3 units
so you have gone 11 units.
Answered by
Rachel
25 units
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