Answer:
Company should load 1,479.9 motorcycles on each truck.
Explanation:
Cost per trip = $1,000
Demand for motorcycles = 300 per day
Cost per engine = $500
Holding cost = 20% of $500
= $100
Assuming that company plant works for 365 days in a year,
Annual demand = 300 motorcycles × 365 days
= 109,500 motorcycles

where,
D = Annual demand in units
S = Set up cost per order
H = Handling cost per order



= 1,479.9
Thus, the company should load 1,479.9 motorcycles on each truck.
Answer:
a. Did you purchase or lease the vehicle? CATEGORICAL DATA
b. What price did you pay? QUANTITATIVE DATA
c. What is the overall attractiveness of your vehicle's exterior? (Unacceptable, Average, Outstanding, or Truly Exceptional) CATEGORICAL DATA
d. What is your average miles-per-gallon? QUANTITATIVE DATA
e. What is your overall rating of your new vehicle? (l- to 10-point scale with 1 Unacceptable and 10 Truly Exceptional) QUANTITATIVE DATA
Explanation:
Quantitative data can be measured in numbers, e.g. 20 miles per gallon. While categorical data refers to non-numerical responses, e.g. higher quality, better looks, and is generally obtained by choosing one response from a group of available answers.
Answer: A. True
Explanation:
Clive Thompson on Why the Next Civil Rights Battle Will Be Over the Mind shared the above.
According to C. Thompson he said "That means we need to stop seeing this stuff as science fiction and start thinking about how we'll react to it. Otherwise, we could all lose our minds."