Help Solving a Distance-Time Graph Problem

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The discussion revolves around solving a distance-time graph problem for a grade 10 science question. The user plotted a graph and was confused about how to find the distance traveled after 5 minutes. It was clarified that the distance is determined by the change in position from the start to the 5-minute mark, which was found to be 6.3 km. The user initially misunderstood the question but ultimately recognized their mistake with guidance from others. The exchange highlights the importance of understanding how to interpret distance-time graphs correctly.
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hi.

ok so my question is related to distance-time graphs
A chart was given, i plotted it on to graph and drew a bes-fit straight line.

One of the question asks "using your graph, find the distance traveled after 5.0 min."

ok i found the slope of the line between 5min and the last point, which is 12 min.

The problem is i forget what to do next lol. :blushing: Could anyone help me please?
 
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are you working with derivatives or integrals?
 
jcsolis said:
are you working with derivatives or integrals?

oh umm. i don't know what derivatives mean lol. i checked my textbook and i can't find those terms.
its a grade 10 science by the way.
 
First, I think when they say find the distance traveled after 5 minutes, I think they mean to find the distance traveled after five minutes has passed, not the distance traveled from the 5 minute mark to the end of the graph.

OK, so you have position graphed on the y axis, correct? If this is the case, can you tell me the position at 0 minutes, and the position at 5min? If you can, just remember that distance is a change in position.
 
umm the at 0 mins the car is not moving so 0 distance. and 5 min the car is at 6.3 km.
 
HelloMotto said:
umm the at 0 mins the car is not moving so 0 distance. and 5 min the car is at 6.3 km.

OK...Read what you just posted. Unless, I'm reading the question incorrectly, I think you just answered your own question.:smile:
 
Last edited:
G01 said:
OK...Read what you just posted. Unless, I'm reading the question incorrectly, I think you just answered your own question.:smile:

LOL. thank you. i misunderstood the question. thanks again.:smile:
 
Your welcome!
 
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