define modulus function draw the graph and write it's domain and range
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Modulus Function is the function in which the image of domain's any real number is the positive real counter part in the co domain...
It's Algebraically defined as
f(x) = |x| or
f(x) = { x , if x>=0 & -(x) , if x<0 }
Range(f) = Real No. (- <><>,+ <><>)
Domain(f) = Positive Real No. [0 , +<><>)
It's Algebraically defined as
f(x) = |x| or
f(x) = { x , if x>=0 & -(x) , if x<0 }
Range(f) = Real No. (- <><>,+ <><>)
Domain(f) = Positive Real No. [0 , +<><>)
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Answered by
99
Answer : The graph of the modulus function, f(x) = |x| is attached below :
Modulus Function : A modulus function is a function which gives only positive output irrespective of the input.
Domain : The modulus function can take any value of x . So, its domain constitutes of all the real numbers.
⇒ Domain : (-∞ , ∞)
Range : For every real number whether positive or negative, it gives same positive real number but with a positive sign. So, its range is all positive real numbers.
⇒ Range : [ 0 , ∞ )
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