Answer:
18.000054
Step-by-step explanation:
To know how many gumballs will fit in the machine, the
volume of the minature and the machine should be calculated. Volume of sphere:
V = (4/3) pi* r^3
Volume of the machine r = 6 in
V = (4/3) pi* 6^3 = 904.77 in3
Volume of the miniature gumballs
V = (4/3) pi* (1/3)^3 = 0.1551 in3
Divide the two volume to get the number of gumballs that can
fill the machine
904.77 in3/ 0.1551 in3 = 5832
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Answer:
The solved given equation
is x=-7
Step-by-step explanation:
Given equation is
To solve the given equation as below :
( by using the distributive property )
( adding the like terms )
Multiply into (10(15) on both sides we get
( by using the distributive property )
( adding the like terms )
Therefore x=-7
Therefore the solved given equation is x=-7
You can obtain information about the mean population by taking a random sample of it and taking the average of that sample. The Law of big Numbers says that the bigger the sample, the more likely we will be closer to the real mean value. In other words, the margin of error is less likely to be big.
I personally think its 18, please tell me what i did wrong <span />