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This should be the same for all the padlets. You can pretty much tell that most of the points on coordinate plane, are near the average or mean line. This is true because these are consistent objects. They all have the same or at least similar values. What if we did this with non-consistent objects. How far from the average line would the points be?

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The grade of the slope

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I choose to do this because I was using the stopwatches for my previous graph that wasn't linear. So i weighed them a did the graph.

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What happens in the graph is, for every marker the weight is 10 times heavier than the number of markers.           Input: Number of Markers Output: Marker Weight(10g)The marker weight and number are linear.Rise=10Run=1Slope=10

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What happens in the graph is, for every marker the weight is 10 times heavier than the number of markers.           Input: Number of Markers Output: Marker Weight(10g)The marker weight and number are linear.Rise=10Run=1Slope=10

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Weight of Liar and Spy books(x) v Number of Liar and Spy books(y)

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Weight of Liar and Spy books(x) v Number of Liar and Spy books(y)

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In this graph we investigated paperclips versus the weight of the paperclips. When we put a paperclip on the scale, each paperclip weighed 5 grams. What we noticed was that for the number paperclip(input) we would get 5 times the amount of paperclips for our weight in grams. When we translate this into an equation letting our paper clips being our input(x) and letting the weight be our output(y) we get an equation looking like y=5x, this equation tells us that the weight is five times the amount of paper clips.

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Y=3X

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X = # of marbles
y = Length of marbles cm

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X=Number of marbles Y=weight of marbles (g)

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X=Number of marbles Y=weight of marbles (g)

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In this graph I observed how gemstones add to the volume of the water, I used large gemstones that added 6. therefor the operation was 6.

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What is happening in the pattern is that every time we put 50 ml of water that we put in the beaker it gets around 50 grams heavier each time. The first time we had water it was around 150 g because the beaker is about 100 g.

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Input Output

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This is the equation.

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X= The amount of Cards
Y= The weight in grams

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x it the input and y is the output

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The Liar and Spy books did not weigh the exact same as each other. We more or less expected the books to weigh the before we started this investigation.

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y=45x

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In this graph I measured how the quantity of marbles add to the length and each time they added approximately 3 cm.

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Y= 12x