Find the corresponding graphs for the distance-time graphs

Thread starter chwala
Start date Feb 17, 2021
Tags

Graphs

In summary: I still do not understand what you mean by lower and lower rate. The rate that you are 'reffering' to can simply be called velocity. The velocity i.e the gradient value is positive at that particular interval that i mentioned, hence use of my term increasing...ok, i can see that fromx= 34.14.243t=0.40.81.21.62ok Bvu sir, i can see

Feb 22, 2021

BvU

Science Advisor

Homework Helper

chwala said:

assuming you are a Professor

Haha! If only I were --- I could talk all kinds of nonsense and people would swallow it just because of the title !

Old dutch saying: flattery will get you nowhere

Now on to the next exercise !

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<h2> What is the purpose of finding the corresponding graphs for distance-time graphs?</h2><p>The purpose of finding the corresponding graphs for distance-time graphs is to represent the relationship between distance and time in a visual form. This can help in understanding the motion of an object and analyzing its speed and direction.</p><h2> How do you find the corresponding graphs for distance-time graphs?</h2><p>To find the corresponding graphs for distance-time graphs, you need to plot the distance values on the y-axis and the time values on the x-axis. This will create a line graph, where the slope of the line represents the speed of the object.</p><h2> What do the different shapes of the corresponding graphs indicate?</h2><p>The shape of the corresponding graphs can indicate the type of motion of the object. A straight line represents constant speed, a curved line represents changing speed, and a horizontal line represents no motion.</p><h2> Can the corresponding graphs be used to calculate the distance traveled?</h2><p>Yes, the corresponding graphs can be used to calculate the distance traveled by finding the area under the graph. This can be done by dividing the graph into smaller shapes, such as rectangles or triangles, and then calculating the area of each shape and adding them together.</p><h2> How can the corresponding graphs be used to predict future motion?</h2><p>The corresponding graphs can be used to predict future motion by analyzing the trend of the graph. If the graph shows a constant slope, it indicates that the object will continue to move at a constant speed. If the slope is changing, it indicates that the object's speed will also change in the future.</p>

FAQ: Find the corresponding graphs for the distance-time graphs

What is the purpose of finding the corresponding graphs for distance-time graphs?

The purpose of finding the corresponding graphs for distance-time graphs is to represent the relationship between distance and time in a visual form. This can help in understanding the motion of an object and analyzing its speed and direction.

How do you find the corresponding graphs for distance-time graphs?

To find the corresponding graphs for distance-time graphs, you need to plot the distance values on the y-axis and the time values on the x-axis. This will create a line graph, where the slope of the line represents the speed of the object.

What do the different shapes of the corresponding graphs indicate?

The shape of the corresponding graphs can indicate the type of motion of the object. A straight line represents constant speed, a curved line represents changing speed, and a horizontal line represents no motion.

Can the corresponding graphs be used to calculate the distance traveled?

Yes, the corresponding graphs can be used to calculate the distance traveled by finding the area under the graph. This can be done by dividing the graph into smaller shapes, such as rectangles or triangles, and then calculating the area of each shape and adding them together.

How can the corresponding graphs be used to predict future motion?

The corresponding graphs can be used to predict future motion by analyzing the trend of the graph. If the graph shows a constant slope, it indicates that the object will continue to move at a constant speed. If the slope is changing, it indicates that the object's speed will also change in the future.