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I'm already bad at math and these explanations do not help haha,
In order for a console to operate, a green light and a red light must be lit simultaneously. If the red light randomly turns off 20% of the time and the green light randomly turns off 30% of the time, what percent of the time can the console be expected to not be working?
A: 44%
I understand that we solve this for the percentage of time that the light is on and then subtract from 100%
(100%-20%) x (100%-30%)= 56% of time that the light is on....but what I don't understand is how we can multiply these two percentages to solve this problem? weird thing not to understand, but maybe someone can help shed some light
thanks in advance!
In order for a console to operate, a green light and a red light must be lit simultaneously. If the red light randomly turns off 20% of the time and the green light randomly turns off 30% of the time, what percent of the time can the console be expected to not be working?
A: 44%
I understand that we solve this for the percentage of time that the light is on and then subtract from 100%
(100%-20%) x (100%-30%)= 56% of time that the light is on....but what I don't understand is how we can multiply these two percentages to solve this problem? weird thing not to understand, but maybe someone can help shed some light
thanks in advance!