Answer:
Ask: Which two numbers add up to 44 and multiply to 33?
11 and 33
2
Rewrite the expression using the above.
(x+1)(x+3)(x+1)(x+3)
Answer:
$191
Step-by-step explanation:
The function is given by :
m(x) = 4.50x-7 ...(1)
Where
m(x) is the total cost if you buy x 12 packs of Mountain Dew.
We need to find the cost you pay to buy 44 12-packs of Mountain Dew
Put x = 44 in equation (1), we get :
m(x) = 4.50(44)-7
m(x) = 198-7
m(x) = $191
Hene, the cost for 44 12- packs of Mountain Dew is $191.
Answer:
Caleb paid less than Omar by $12.
Step-by-step explanation:
The initial cost of each repair is $1,000.
One coupon is for $80 off the repair cost. The other coupon is for 15% off the repair cost.
Case 1:
Omar uses the $80 off the repair cost coupon first. He then uses the 15% off the repair cost coupon on the remaining balance.
Step 1: 
Step 2:
dollars
Case 2:
Caleb uses the 15% off the repair cost coupon first. He then uses the $80 off the repair cost coupon on the remaining balance.
Step 1: 
Step 2:
dollars
Now, comparing the values we can see that Caleb paid less.
He paid less by
dollars.
<h3>
Answer: 49 hours (choice A)</h3>
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Explanation:
4:58 PM is 1658 in military time or 24 hour time format.
We add 12 to the hour value to get 4+12 = 16. The minutes stay the same.
Here's a chart converting the given PM time values to their respective corresponding 24 hour time format

Margie's time sheet in terms of 24 hour time format would look like this

To find the duration for any row, we subtract the time out and time in values
- First row: 1658 - 0705 = 0953
- Second row: 1701 - 0730 = 0971
- Third row: 1732 - 0801 = 0931
- Fourth row: 1746 - 0722 = 1024
- Fifth row: 1631-0655 = 0976
A duration like 0953 means she worked 9 hours, 53 minutes for that day.
Then we'll add up those durations
0953+0971+0931+1024+0976 = 4855
She worked 48 hours and 55 minutes in total for this week. This rounds to 49 hours since the "55 minutes" is really close to 60 min = 1 hour.
Answer:
112
Your answer is option B. 112 which is the least common multiple of 16, 28, and 56