Leo started working for a new company that paid him $25 per hour with a hiring bonus of $100. During the first two weeks he was paid $1,200, which included the bonus. How many hours did he work during the first two weeks?
Answers
Answer:
The number of hours of work for first two weeks is 44 hours .
Step-by-step explanation:
Given as :
The money paid by company as per hour = $25 per hour
The hiring bonus money = $100
The total money paid for first two weeks = $1200
Let The number of hours of work for first two weeks = n
According to question
Total money paid for first two weeks = hiring bonus money + money paid by company as per hour × number of hours of work for first two weeks
i.e $1200 = $100 + $25 × n
Or, $1200 - $100 = $25 × n
Or, $1100 = $25 × n
∴ n =
i.e n = 44
So, The number of hours of work for first two weeks = n = 44 hours
Hence, The number of hours of work for first two weeks is 44 hours . Answer
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In this case, the pattern is the number, in this case, 3, multiplied by the number below it.
See?
Hope this helped :)
Answers
After divide the solution is, 0.1342
We have to given that,
To divide 24 by 178.8.
Since, Division method is used to distributing a group of things into equal parts. Division is just opposite of multiplications
Now, We can divide the numbers as,
⇒ 24 ÷ 178.8
⇒ 24 / 178.8
⇒ 240 / 1788
⇒ 0.1342
Therefore, The solution is, 0.1342
Learn more about the divide visit:
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1 to 3
9 to 30
6:13
12:48
2) Find an equivalent ratio 8:6.
4 to 3
2:1
16 to 9
10:8
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the answer to #2 is 4 to 3
1: 9 to 30.
2: 4 to 3.
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For this case, what you must do is place both numbers in a number line.
The largest number will be the number that is located farthest from the number 0.
We observe that the number that is furthest from zero is 5/8.
Therefore, it is fulfilled:
Answer:
See attached image to see the numeric line.
Answers