Reference no: EM13219330
Distance, Rate, and Time
Can the size of your tires save you gas?
Unit Conversions
1 m = 3.28 ft.
1 m = 1,000 mm
1 m = 100 cm
1 ft. = 12 in.
Constant Acceleration Equations: ?
v = v0 + axt
Δ x = 1/2(v0 +v)t
Δ x = v0t + (1/2) at2
v2 = (v0)2 +2a Δ x
Meaning of variables:
v = final velocity
v0 = initial velocity
a = acceleration
t = time
Δ x = change in distance or how far
Other Useful Equations:
Circumference of a circle = 2πr, where r = radius of circle and π = 3.14
Diameter of circle = 2r
Your Tires:
Wheels are 1.25 inches in diameter.
Fastest speed is 3 ft/second.
Maximum distance to travel is 16 x (18 cm).
1.?Convert the dimensions for the wheel and maximum distance to feet.
Wheel diameter in feet: _____________
Maximum distance in feet: ______________
A 5% error in distance is allowed. What is the total distance if the 5% error is applied?
Shorter distance with error: __________
Longer distance with error: __________
2.?How many times does the wheel turn to travel the maximum distance? ______
?If you take into account the 5% error, how does this affect the number of turns of the wheel?
3.?How long does it take to travel the maximum distance at full speed? _______
?Is this impacted by the distance error? How?
4.?What is the acceleration needed to travel the maximum distance when starting from a standstill?
How is acceleration impacted by the distance error?
5.?Examine the pathways below. Calculate the time to travel each path, taking into account slowing and turning time. Also calculate the number of turns of the wheel on each path segment. The star is the finish. Corridors are 16.2 cm wide. Be specific about the time you allow for slowing and turning.
9.5 ft.
9.5 ft.
?
3 ft.
2.5 ft.
???Start
??Assume all blocked areas are 16.2 cm wide unless specified.
?Assume all corridors are 16.2 cm wide, except for the one containing the star.
Which path is the fastest? Shortest? Why? (Do you have to slow more on a sharp turn?)
Could you use the number of wheel turns to determine the path of motion?
|
Describe two companies with a global presence
: Describe two companies with a global presence and describe the IT governance organization and structure of each
|
|
Major off-the-shelf software packages
: Create a slide presentation comparing and contrasting two major off-the-shelf software packages that could be implemented in an organization - Briefly describe what issues you may be likely to face in the effort to modify the package.
|
|
Explain how many chickens are on the farm
: Sam has a farm with 40 cows and chickens. Together they have 136 legs. How many chickens are on the farm?
|
|
Ring conception of giftedness to the marland definition
: After comparing Renzulli’s three-ring conception of giftedness to the Marland definition on pp. 412–413 of Special Education for Today’s Teachers, which model do you think has greater significance for educators and why?
|
|
Define what is the acceleration
: What is the acceleration needed to travel the maximum distance when starting from a standstill? How is acceleration impacted by the distance error?
|
|
What is the mean number of transmissions required
: If a frame is damaged then in this network the receiver sends back a request for retransmission. (For simplicity, assume all these requests arrive back perfectly at the sender). What is the mean number of transmissions required to successfully tra..
|
|
Observations of a specific type of supernovae
: One of the most important discoveries in this century is that the galaxies all appear to be moving away from each other. Astronomers take this observation as evidence that the universe is expanding. In the late 1990s, observations of a specific type ..
|
|
What is the effective data rate
: What is the effective data rate of this transfer (not counting the time for reading or writing the DVDs)?
|
|
Advantage to new firms in the globalised economy
: Describe and analyse the factors identified in the Zahra article as giving competitive advantage to new firms in the globalised economy.
|