# Physics wordy question

1. Jan 27, 2013

### farhana21

A student is supplied with a stack of copy paper, ruler, compass, scissors, and a sensitive balance. He cuts out various shapes in various sizes, calculates their areas, measures their masses and prepares the graph in the figure below.

(a) Consider the fourth experimental point from the top. How far is it from the best-fit straight line? Express your answer as a difference in vertical-axis coordinate.

The answer for part a is 0.015g

(c) Calculate the slope of the line.

I need help on part b and c of this question.

The answer for part b is not 1.5% i already tried this.

I have attached a graph for you all to look at.

Thanks for the help and assistance in advance.

Its much appreciated

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2. Jan 27, 2013

### Simon Bridge

(b) You don't know how to work out a percentage?
- you have to say what you tried!

The trick is to figure out what the number is supposed to be a percentage of.
Divide the number by what it is supposed to be a percentage of, then multiply the result by 100.

if the value is y and the deviation is Δy, then "Δy is 100*Δy/y percent of the value".

(c) to work out the slope of the line, find the coordinates of two points on the line (any two that are not data points: read them off the graph). The equation of the line that goes through both of them is y=mx+c, m is the slope. m=Δy/Δx

3. Jan 27, 2013

### farhana21

The answer for part c is The answer to part c is 0.00052 g/cm^3

im really stuck.

help is most appreciated

Thank you

4. Jan 27, 2013

### Simon Bridge

Er... nope: that would be against the rules.

What is the difficulty with part (b)?
Check your working for part (c).

5. Jan 27, 2013

### farhana21

For part (c) I chose a grid point on the line far from the origin: slope = 0.31 g/600 cm2 = 0.000 52

For part (b) I did (200, 0.1) (300, 0.15).

Then (0.15-0.1)/(300-200) = 5* 10^-4 * 100 *100 = 5%

6. Jan 27, 2013

### Staff: Mentor

Ok, but your units are wrong.

How is that related to (a)? You should give the absolute deviation calculated in (a) (0.015g) as relative deviation.

7. Jan 29, 2013