Answer:5+6m
Step-by-step explanation:
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2.bfgx2
I hope it helps Im really not that smart
We conclude that Michael worked for a total of 11.46 hours in the weekend.
<h3>How much time did he work on the weekend?</h3>
We know that during the weekend, the times that he used for each task are:
- (6 + 3/7) hours to do his homework.
- 4.37 hours to clean his room.
- 2/3 hours to walk the dog
The total time is given by the sum between the above numbers, where the difficulty is the fact that the 3 numbers are in different notations (decimal, fraction, and mixed).
The sum is:
S = (6 + 3/7) h + 4.37 h + 2/3 h
The easier way to do this, is to write the 3 numbers in decimal form:
2/3 = 0.66
6 + 3/7 = 6 + 0.43 = 6.43
Then the total time is:
S = 6.43 h + 4.37h + 0.66h = 11.46 h
We conclude that Michael worked for a total of 11.46 hours in the weekend.
If you want to learn more about sums:
brainly.com/question/17695139
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Answer:
There are three primary types of coverage offered by the majority of car insurance providers. They include liability, collision, and comprehensive. Each of these has their own ranges of coverage and each may also include extra services.
Step-by-step explanation:
Answer: Morgan used aproximately 392.5 cm^3
To solve this, we calculate the voluime of the full can and then subtract the amount of broth remaining
Full can: we use the formula for the volume of a cillinder
Where r is the radius of the can and h the height. In this case, we use 17cm becouse the can is full
Remainning broth: again we use the volume of a cillinder, but in this case we use the height of the reamining broth (12 cm)
Now we do the full can minus the remaining broth:
And thats the amount of broth used
