I have no clue about this one Which functions are increasing? Choose all answers that are correct.
Could you attack a picture?
I think one of the answer choices are D but thats all I know
Increase or decrease of a function is defined as: \[f-inc: (a,b) \cup (f(a),f(b)) \iff \forall x \in (a,b) \cup (f(a),f(b)) \rightarrow f(a)<f(x)<f(b)\] \[f-dec: (a,b) \cup (f(a),f(b)) \iff \forall x \in (a,b) \cup (f(a),f(b)) \rightarrow f(a)>f(x)>f(b)\] This means that you can recognize a function as "increasing", for example, if for any point you choose inside an interval, you will find a point whose image is actually higher on the right side of the chosen point.
hint: a function \(f(x)\) is an incresing function, if when \(x\) increases also \( f(x)\) inceases
increasing*
oops.. another typo: increases*
:/ what does x represent> The graph? or just the x axis?
\(x\) represents the independent variable, namely the variable along the horizontal axis
I think that option D is correct
Is the options A & B correct also?
I think that only option B is correct, and option A represents a decreasing function
so, options B and D are the right options
Okay, thanks so much! ^-^
:)
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