What is the difference between saying undefined or no solution?
Undefined means that there is no such value for the given function. No Solution means that two or more functions exist, but they don't have a common value or point associated with them
Something like that
could you give me an example of something that has no solution
two parallel lines have no common point associated with them
y = 2x + 3 y = 2x + 5
0/2 = no solution 2/0 = undefined
Okay, I understand now. I cannot believe I did not know this and I am in Calculus. Thank you so much for clearing that up.
find all real solutions to \[x^2+1=0\]
If you set them equal to each other and tried to solve for x, you would get no solution: 2x+ 5 = 2x+ 3 0 = 2 Since zero can't equal 2, then no solution
@DoodleTech If you have 2x=0, then the solution is x = 0/2 = 0, or simply x = 0 So your first example is a solution (instead of "no solution")
Thanks everybody, this is helpful
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