Okay, here's the thing, the question before asked you to write an equation that gives the relationship between the time t and the distance d walked for each student. How is the walking rate represented in the equations? My answer was d=t multiplied by the walking rate, or t multiplied by d= the walking rate. So now, the next question said if t increases by 1 second, b y how much does the distance change, how is this change represented in a table? in a graph? PLEASE ANSWER THIS AS SOON AS POSSIBLE, IT'S DUE TOMORROW!!!!

you look at the graph and divide your d value by the t value to find the walking rate, if it increase by one the then rate goes down bc you know are walking a second longer to go the same distance, or the slope of the line on the graph would be more steeper

BRAINLY>COM

To represent the walking rate in an equation, let's first rewrite the equation you proposed: d = t * walking rate. This equation shows that the distance, d, is equal to the product of the time, t, and the walking rate. The walking rate represents how fast the distance changes with respect to time.

Now, let's address the second part of your question. If t increases by 1 second, we need to calculate how much the distance, d, changes.

To do this, we can substitute t + 1 into the equation instead of t, and then subtract the original equation from the new equation:

d_new = (t + 1) * walking rate

Change in distance = d_new - d = (t + 1) * walking rate - (t * walking rate)

Simplifying this expression, we get:

Change in distance = walking rate

So, the change in distance when t increases by 1 second is equal to the walking rate. This means that for every second increase in time, the distance will increase by the walking rate.

To represent this change in a table and a graph, you can create a table where the first column represents time (t), the second column represents distance (d), and the third column represents the change in distance.

As for the graph, you can plot the time (t) on the x-axis, the distance (d) on the y-axis, and the walking rate can be represented by the slope of the line. The change in distance can be represented by the difference in the y-coordinates for each additional second on the x-axis.

I hope this explanation helps you understand how to represent the walking rate in equations, tables, and graphs. Best of luck with your assignment!