613 Step-by-step explanation:
Answer:
gift 1:
424 cm^2
570 cm^3
gift 2:
1420.5 cm^2
3622.5 cm^3
Step-by-step explanation:
We have to calculate the surface area of these gifts in order to know the amount of wrapping paper.
The formula for the surface area is:
A = 2*ab + 2*ac + 2*bc
Gift 1:
A = 2*6*10 + 2*6*9.5 + 2*10*9.5
A = 424 cm^2
That means that gift 1 needs 424 cm^2 of wrapping paper
Gift 2:
A = 2*14*17.25 + 2*14*15 + 2*17.25*15
A = 1420.5 cm^2
That means that gift 2 needs 1420.5 cm^2 of wrapping paper
Now, to calculate the cubic centimeters of packaging peanuts, we calculate the volume, the volume has as formula:
V = a*b*c
Gift 1:
V = 6*10*9.5
V = 570 cm^3
This means that gift 1 needs 570 cm^3 of packaging peanuts
Gift 2:
V = 14*17.25*15
V = 3622.5 cm^3
That means that gift 2 needs 3622.5 cm^3 of packaging peanuts
Answer:
A) Mean = 1.0295
Median = 1.006
B) the largest sample Observation can be reduced to 1.3735
Step-by-step explanation:
A) I) The mean Value is the addition of all the values, then dividing by the number of values occured.
0.736 + 0.863 + 0.865 + 0.913 + 0.915 + 0.937 + 0.983 + 1.001 + 1.011 + 1.064 + 1.109 + 1.132 + 1.140 + 1.153 + 1.253 + 1.397 = 16.472
16.472 ÷ 16 = 1.0295
1.0295 is the mean value
II) The median value is the value at the center of the point. We have two values at the middle point.
(1.001 + 1.011) ÷ 2 = 1.006
1.006 is the median value.
Therefore the mean value which shows the actual middle value of the numbers if the numbers where evenly distributed is greater than the median value which show middle value of the numbers in the result.
The difference between them is
1.0295 - 1.006 = 0.0235
B) The largest sample Observation is 1.397. it can be decrease by subtracting the difference between the mean and median from the number.
Wherefore; the difference between mean and median is 0.0235
Therefore;
1.397 - 0.0235 = 1.3735
If the largest sample Observation is reduced to 1.3735, the median value will not be affected.
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<em>Hi there!</em>
<em>~</em>
<em>Answer:</em>
<em>2 must be the no. by which 3456 must be divided so that the quotient becomes a perfect cube.</em>
<em>❀Hope this helped you!❀</em>
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