when we perform the experiment I will ask you to make a plot using the quantities we measure such that the graph is linear and the slope is the speed of sound in air. What variable should be on the vertical axis of this plot and what variable should be on the horizontal axis?
If the slope of the plot gives the speed of sound in air. Then, on the vertical axis, we are taking the distance travelled by sound in air and on the horizontal axis, it is the time taken to cover the measured distance.
Doing this way, we can easily calculate the speed of sound in the air, simply by taking the slope of the plot obtained.
when we perform the experiment I will ask you to make a plot using the quantities...
Am i doing this correctly?
26 o 5 10 15 Non Liner 00 OL Liner BO 06 N Does this lab verify that y is directly proportional to x to x if y = x Possible answers are: yes (Y), undetermined (U), or no (N). Note that is the slope of the y vs x° graph equal to y Possible answers are: yes (Y), undetermined (U), or no (N). X X Lab-Experiment 02 Graphs Objective Verify that graphs can show...
#2
between two quantities can be established. Procedure: Use the following sets of data and work with each one. The equation for a linear graph is y mx+b, where m is the slope and b is the y-intercept DATA SET 1: Fahrenheit-vs-Celsius Fahrenheit Celsius 32 68 104 140 176 0 20 40 60 80 1. Using Data Set 1 above, graph Fahrenheit (y)-vs- Celsius (x), using the scatterplot function in excel, or another graphing software. Make sure you label the...
You perform the Hooke's Law experiment and create a plot of Displacement vs. Force. You add a linear fit and find the following equation for the line: y=0.192 x - 0.011 What is the spring constant, k (in N/m or kg/s2)?
You perform the Simple Harmonic Motion experiment and create a plot of Period-Squared vs. Mass. You add a linear fit and find the following equation of the line: y=9.52x-0.067 What is the spring constant, k (in N/m or kg/s2)?
7. We know that well-defined preferences over two goods have the properties that (i) indifference curves are negatively sloped, and (ii) that indifference curves are convex (so that chords between two points on the indifference curve lie in the set {(c,y) such that (c,y) (co, yo)) when (co,yo) is a point on the indifference curve). Suppose that good y is "clean air" and good c is consumption of all other goods This problem gets you to determine what these two...
b) What happens to the MRTS as we move along an isoquant? How would you produce each level of output with a fixed-proportions production function, and what is the shape of these functions (you can also use a graph for your answer)? If capital is measured on the vertical axis and labor is measured on the horizontal axis, then what is the slope of an isoquant?
b) What happens to the MRTS as we move along an isoquant? How would...
In this project we are going to model the Ball Toss with a quadratic function. So at 30 cm intervals, we draw 4 vertical lines extending from the eraser tray to the top of the marker board. We number the lines with their distances from the left most vertical line (which serves as the y-axis).Each of our volunteers selects a line and stand facing it at close proximity to the board. Between the board and the volunteers, I toss the...
I need help with the plot
Analysis First, we would like to verify Eqn. 1: graph -1/s' versus 1/s. Does this plot support Eqn. 1? What do you predict the focal length of the mirror is? Next, we would like to verify Eqn. 2: Calculate the observed magnification h 'th and plot this versus the predicted magnification, s'/s. These should be the same, so we expect this graph to be a line with slope 1 and y-intercepto. In this experiment,...
These questions are to be answered using MATLAB. I only
need #3 answered, but #1 provides information (like initial
velocity, etc.) required for the questions. I think I have it done,
but I'd like to see if there are other ways to use MATLAB for this
question.
PROJECTILES The distance a projectile travels when fired at an angle 8 is a function of time and can be divided into horizontal and vertical distances. Horizontal (1) = 1.V.cos(0) Vertical(t) = 1•...
Ask 3 people, whose height and shoe length you have not used to prepare the graph, for their height and shoe length. Then see how accurately your line predicts what their shoe length should be. Do this by physically (print out graph) or virtually (use graph on computer) finding each person's height on the vertical axis (y-axis) of your trend line plot and then draw or follow a line straight across to the right until you intersect the trend line...