Write a function for the situation. Is the graph continuous or discrete? A movie store sells DVDs for $11 each. What is the cost, C, of n DVDs? A. C = 11 + n; discrete B. C = 11n; continuous C. C = 11 + n; continuous D. C = 11n; discrete
A discrete set is {1, 2, 3}, so a discrete set is countable A continuous set is {1-3} a continuous set is not countable Does the store sell parts of the DVDs or do they sell single or multiple dvds
o ok thanks man i got it now
when you have a discrete number of things these things are easily separable and distinct Another example having 2 apples is discrete because we are only counting the apples as wholes Having making a cut between 2mm and 4mm, there are infinite amount of lengths between 2mm and 4mm to cut the material
so it would b B rite
For the function think about it logically what function matches the data, you sell one dvd you get 11 dollars you sell two dvds you get 22 dollars etc.
read what I wrote
I dont think you are understanding the difference between discrete and continuous
hey dont get mad at me seriosly this is the first time i c this ?
I'm not mad
I'm just being honest with you, maybe my explanation isnt good enough. |dw:1404149963695:dw|
so a continuous set would include all values between 1 and 2, there are infinite amount of values between 1 and 2 a discrete set, would have only elements 1, 2, 3. so it can be said to have 3 discrete elements
does this help? notice that you could pick any number between 1 and 2 for the continuous set, so 1.44444, 1.88888888888, 1.234234234234 would all be in the continuous set whereas with the discrete set we only have 1, 2, 3
if you graphed a continuous function it would look like this, |dw:1404150203953:dw| If you graphed a discrete function it would look lie this |dw:1404150225099:dw|
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