What is the exact volume of a sphere that has a radius of 7.5 ft?

___π ft3

Answers

Answer 1
Answer: volume of sphere=4/3 times pi times radius^3
4/3 times pi times 7.5^3=562.5pi

the answer is 562.5π ft^3

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What is g divided by 2.1=-6.8?

Answers

The answer would be -14.28.


A builder has bought a plot of land on which he will build a house. The plot is a rectangle with an area of 50,000 square feet. The following coordinates have been marked on a coordinate plane by the builder; (60, 60), (60, 110), and (160, 110). What is the coordinate of the fourth vertex of the rectangle plot?

Answers

The answer (160, 60) because my sister taught me if it is a square or a rectangle like the coordinates that you gave me, take out the numbers that are the same and in the same area as the number is. 
160,60 s the 4th vertex 

3 If a leaky faucet drips one ounce ofwater per minute, approximately many gallons per day would that be?

Answers

11.25. It takes about 2 hours to fill a gallon if you have an ounce a minute. (128 minutes to be precise) So, 24 divide by half and 12. :) Should get that faucet checked out man:P 

Find three consecutive integers whose sum is -93 and write an equation.

Answers

-30, -31, -32
-30 + -31 + -32 = -93

Wright an expression for the calculation 4 times the difference of 10 and 8 minus 3

Answers

It would havs to be four times two minus three.

Ross needs to buy a countertop for a laundry room. He calculated the area to be 12 square feet. The actual area is 11.8 square feet. What is Ross's percentage error?

Answers

The formula for percentage error is:

\sf{Percentage~ error= (|Approximate ~-~ Actual|)/(|Actual|)}

Ross got the approximate area as 12, while the actual area was 11.8. So, let's plug it in to the formula.

\sf{Percentage~ error= (|Approximate ~-~ Actual|)/(|Actual|)= (|12-11.8|)/(|11.8|)= (|0.2|)/(|11.8|)= (0.2)/(11.8) \approx 0.0169 }

Multiply 0.0169 by 100 to make it into a percent.

0.0169 * 100 = 1.69%

Ross's percentage error is 1.69%.

Answer: B - 1.69%

I took the test, trust me.