Answer:
52 hours
Step-by-step explanation:
Given that it takes 15 orders every 5 hours.
With that we can find that it takes 3 orders every hour. Using that we can find that in 52 they would have shipped 156 orders
With that we find that the answer is 52 hours
Answer:
16 is the answer
Step-by-step explanation:
add the numbers together
Answer:
Step-by-step explanation:
The alternative hypothesis is the opposite of the null hypothesis
The hypothesis to be tested would be that "there is no difference between the mean number of unpopped kernels from the freezer method and the counter method.
For the null hypothesis,
H0 : μf ≤ μc H0 : μf - μc ≤ 0
The alternative hypothesis is
H1 : μf > μc H1 : μf - μc > 0
Where
f represents the freezer method
c represents the counter method
From the alternative hypothesis, adding μc to both sides of the inequality, it becomes
μf > μc
Therefore, the correct option is
b. μ(freezer) > μ(counter)
Answer:
I. 37+0.2m≤95
II. The greatest Distance you can drive each day is 290 miles.
Step-by-step explanation:
The cost of a car rental is $37 per day plus 20 cents per mile.
Let the number of miles driven be represented by m.
Therefore costs of miles driven
=20 cents X m =$0.2 X m= $0.2m
Total Cost Per day= Rental Cost + Cost of Miles Driven = 37+0.2m
Since the daily budget is $95, the total cost must be less than or equal to $95.
That is,
37+0.2m≤95.....(I)
This is the inequality that represents the greatest distance possible.
Next, we solve for m
37+0.2m≤95
0.2m≤95-37
0.2m≤58
m≤58/0.2
m≤290
The greatest Distance you can drive each day is 290 miles.
If you would like to know how much is the stock worth now, you can calculate this using the following steps:
1 year: 6 1/2 % of $875 = 6.5% * $875 = 6.5/100 * 875 = $56.875
$875 + $56.875 = $931.875
2 year: 6 1/2 % of $931.875 = 6.5% * $931.875 = 6.5/100 * 931.875 = $60.572
$931.875 + $60.572 = $992.447
3 year: 6 1/2 % of $992.447 = 6.5% * $992.447 = 6.5/100 * 992.447 = $64.509
$992.447 + $64.509 = $1056.956 = $1056.96 = $1057
The correct result would be: The stock is worth $1057 now.