First find the total number of gumballs.
51+128+93=272
Next, determine what fraction of the total represents the blue gumballs.
51/272=.1875
The fraction tells us what part of one gumball is represented by the color blue. However we were asked for a percentage (per=how many, cent=100 or how many for each 100).
So we should multiply the fraction by 100.
The answer then is .1875 multiplied by 100, or 18.75%.
That means that if we only had 100 gumballs, 18.75 of those 100 would be blue.
2/5
The odds of getting a blue one are 20 in 48 (or 5 in 12 simplified).
An event can either happen or not happen. If the probability of it happening is 3/5,then the probability of it not happening is 2/5.
Probability is 1/6 ~= .1667 = 16.67%
Efficiency = Output value / Input valueFor example, if a machine needs 10 KW to run and produces 8 KW, its power efficiency is 8/10 = 0.8 or 80%Efficiency is always between 0 and 1 (or 0 and 100 if expressed as a percentage.)
2/5
You can't feed your monster gumballs from the gumball machine its only a decoration for your house
The probability is X/(X + 2W) where X is the number of orange gumballs.
The odds of getting a blue one are 20 in 48 (or 5 in 12 simplified).
at a gumball machine in a corner store or a gas station
3 gumballs from an average gumball machine.
Gumball machines are relatively simple devices. Gumballs are poured into a glass bowl, and then the mechanism portion of the device is attached. When a person inserts a coin and turns the handle, the door that keeps the gumballs inside the machine opens, letting one out.
mechanical energy is the form of energy of the gumballs .
Anywere from 450 - 20,000. the most common however is around 5,000
An event can either happen or not happen. If the probability of it happening is 3/5,then the probability of it not happening is 2/5.
Probability is 1/6 ~= .1667 = 16.67%
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