Represent t(100) as a table of values for speed from 5 meters per second to 10 meters per second. What's Moreit to the formula t =100since the distance is fixed at 100 meters.x represents the speed to run the 100 meters. Represent the time tothe track as a function of the speed.2. Represent t(x) as a table of values for speed from 5 meters per second to 1ometers per second.3. Represent as a graph the functional relation of the time to the speed asdescribed in the table of values in #2.B. Find the domain.1. f(x) =3x2. f(x) =x-2x-32x3. f(x) =2x+1C. Find the domain and range1.2.5-Intercepts, Zeroes, and Asymptotes of RationalFunctionsLessonWhat is ita) The zeroes of a function are the values of x which make the function zero.The real numbered zeroes are also x-intercepts of the graph of the function.can be determined by solvingq(x)%3DThe zeroes of a rational function f(x) = Pther words, whatever values that make the numerator p(x) equal to flexStick 05 to cueOWhat's Moreit to the formula t = 100 since the distance is fixed at 100 meters.tet x represents the speed to run the 100 meters. Represent the time to runthe track as a function of the speed.2. Represent t(x) as a table of values for speed from 5 meters per second to 10meters per second.3. Represent as a graph the functional relation of the time to the speed asdescribed in the table of values in #2.B. Find the domain.1. f(x) =2. f(x) =3x%3Dx-23. f(x) = +1X-3%3D%3D2xC. Find the domain and range1.2.Intercepts, Zeroes, and Asymptotes of RationalFunctionsLesson

Answered: Image /qna-images/answer/e5d3a38a-9194-4120-bd05-75ec83200100.jpg

A. Consider a 100-meter track used for foot races. The time it takes for a ru run the track can be computed by taking the speed in running the track and applying it to the formula t= 100 , since the distance is fixed at 100 meters. 1. Let x represents the speed to run the 100 meters. Represent the time to run the track as a function of the speed. 2. Represent t(x) as a table of values for speed from 5 meters per second to 10 meters per second. 3. Represent as a graph the functional relation of the time to the speed as described in the table of values in #2.

A. Consider a 100-meter track used for foot races. The time it takes for a ru run the track can be computed by taking the speed in running the track and applying it to the formula t= 100 , since the distance is fixed at 100 meters. 1. Let x represents the speed to run the 100 meters. Represent the time to run the track as a function of the speed. 2. Represent t(x) as a table of values for speed from 5 meters per second to 10 meters per second. 3. Represent as a graph the functional relation of the time to the speed as described in the table of values in #2.

Calculus: Early Transcendentals

8th Edition

ISBN:9781285741550

Author:James Stewart

Publisher:James Stewart

Chapter1: Functions And Models

Section: Chapter Questions

Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...

See similar textbooks

Similar questions

Find x. H. 50' (12x-25)
The average price for a low-fare airline ticket between Charleston and Las Vegas dropped from $736 in April 2009 to $523 in August 2009. Calculate the absolute change and relative change in price from April to August.
Plot the inversely proportional relationship given relating workers to time to make a pair of plants if it takes 8 workers 20 hours to make a great pair of pants.
During a 12-hour period, the temperature in a city dropped from a high of 64°F to a low of 29°F. What was the range of the temperatures during this period?
Markham started driving at 8 am. By noon he had traveled 164 miles. What was his average speed in miles per hour?
Find rate and then the average revenue.
Find the slope
ariel travels 400 miles in 8 hours what is her rate of change or speed
Billy Joe Mccallister jumped off the Tallachatchie Bridge, 70 ft above the water with a bungee cord tied to his legs. If he was 6 ft above the water 2 sec after jumping then what was the average rate of change of his altitude as the time varied from 0 to 2 sec?
As Nancy walks away from a 700 cm lamppost, the tip of her shadow moves 40% faster than she does. What is Nancy's height?
What is the rate of the current in miles per hour?
h4)=-t+g Netchange Average rate of Change- t=-5, t%=3