Can anyone solve these problems
Answers
Answer:
Step-by-step explanation:
this is very easy.
2.
add the wholes 4+1 then before you solve anything you can simplify. 2 goes into 2 once so now the problem looks like 1/1 x 1/3 the answer for the first one is 5 1/3
3. we are going to do the same thing add the wholes 2 and 1. and since we cant simplify any more you are just going to multiply across 1 times 1 and 2 time 5 the answer is 3 1/10
6. all you have to do for this one is add the wholes 8 1/3
7. add the wholes 2 and 9 is 11 then multiply across 3 times 1 and 5 times 2 write the problem out and it shall now look like this 11 3/10
3 is 3
6 is 16 and 2/3
7 is 24 and 7/10
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What the disrubitive of property
It’s question 126. Does anyone know how to solve the rest of it or if I messed up so far?
The value of one in 3.100
What is (x-5) (x+5)?
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Divide 2 by 240
2/240
Then see if it equals 660 out of 42000
660/42000
If they are equal, then the answer is yes the manager is right, but if not, then the answer is no the manager is not correct
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“^”: squared
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Answer:
Area is 81 mm^2
Step-by-step explanation:
A square has 4 equal sides.
let x be a side. so 4x=36
x =9
to find the area, multiply 9*9
=81
Answer:
81 mm^2.
Step-by-step explanation:
A square has 4 equal sides so each side = 36/4 = 9 millmeters long.
The area = 9^2
= 81 mm^2.
Answers
Amy prefers office buildings as her clients because even though she earns a lower hourly rate, the steady income and potentially reduced workload make it a more appealing option compared to homeowners.
Homeowners:
Hours of Work: Amy spends an average of 2 hours per month on maintaining a homeowner's yard.
Payment: She is paid $300 per month for this service.
Office Buildings:
Hours of Work: Amy spends 35 hours per month on landscaping for office buildings.
Payment: She receives $2800 per month for providing landscaping services to office buildings.
Now, let's calculate Amy's hourly rate for each type of client:
Homeowners:
Hourly Rate = Payment / Hours of Work
Hourly Rate = $300 / 2 hours
Hourly Rate ≈ $150 per hour
Office Buildings:
Hourly Rate = Payment / Hours of Work
Hourly Rate = $2800 / 35 hours
Hourly Rate =$80 per hour
From the calculations, we can see that Amy's hourly rate for homeowners is significantly higher ($150 per hour) than for office buildings ($80 per hour).
This means that Amy earns more per hour of work from homeowners compared to office buildings.
So, despite the lower hourly rate, the steady income and potential ease of managing a smaller number of office building clients could make Amy prefer them over homeowners as her primary clientele.
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