#Help with the maths side of a physics problem

44 messages · Page 1 of 1 (latest)

trim mortar
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Im supposed to find the velocity of 2 lines for a practice problem, one issue, is that they both cannot be the same, distance/time is also the same as getting the gradients, which i solved as 2.5, but that both cant be 2.5 when one is clearly at a higher include, context of the question:
"Have a look at the graph below which gives the position of a robot against time. From 5 to 10 seconds the position is changing more per second than from 0 to 5 seconds, so we expect the velocity is higher. We can find the velocity of the robot in each of these time intervals using equation 1 or by finding the gradient (slope) of the graph. "

shadow condorBOT
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shadow condorBOT
molten crown
full basin
ornate siren
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Okay so

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When you're taking the velocity for the second one

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You're only finding the slope for the second line, so best option here, is subtract the x and y values where line 1 ends

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Otherwise you're also taking distance/time for both lines

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I assume it ends at around (5,12)

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So try taking (15-12)/(6-5)

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Funniest bit is, this is the exact formula for the slope

cobalt junco
ornate siren
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I think the value for line one is 2.5, not 2

full basin
ornate siren
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Oh lol I didn't realise it didn't start at origin

full basin
ornate siren
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Around 2

full basin
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(12.5-2.5)/(5-0)

ornate siren
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That is, if you assume the values are whole numbers exactly

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Which is why I said 'around' everytime

full basin
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yes, i assumed them to be exactly the midpoint

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okay fair

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and what do you get for V2

ornate siren
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Around 3?

ornate siren
ornate siren
full basin
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yes

full basin
trim mortar
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Sorry ill have a look at all things said tommorow

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i been really busy with other question stuff

full basin
trim mortar
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tommorow definitely

trim mortar
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Ok

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so

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Looking at everything

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and checking with some other people

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this seems to be correct

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+close

shadow condorBOT
# trim mortar +close
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