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The function f : R → R defined by y = f(x) = 5 for each x ∈ R is
- a)Modulus function
- b)Signum function
- c)Identity function
- d)Constant function
Correct answer is option 'D'. Can you explain this answer?
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Most Upvoted Answer
The function f : R → R defined by y = f(x) = 5 for each x ∈...
Constant Function is defined as the real valued function.
f: R→R, y = f(x) = c for each x∈R and c is a constant.
So ,this function basically associate each real number to a constant value.
It is a linear function where f(x1) = f(x2) for all x1,x2 ∈R
f: R→R, y = f(x) = c for each x∈R and c is a constant.
So ,this function basically associate each real number to a constant value.
It is a linear function where f(x1) = f(x2) for all x1,x2 ∈R
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The function f : R → R defined by y = f(x) = 5 for each x ∈...
Constant Function is defined as the real valued function.
f: R→R, y = f(x) = c for each x∈R and c is a constant.
So ,this function basically associate each real number to a constant value.
It is a linear function where f(x1) = f(x2) for all x1,x2 ∈R
f: R→R, y = f(x) = c for each x∈R and c is a constant.
So ,this function basically associate each real number to a constant value.
It is a linear function where f(x1) = f(x2) for all x1,x2 ∈R
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The function f : R → R defined by y = f(x) = 5 for each x ∈ R isa)Modulus functionb)Signum functionc)Identity functiond)Constant functionCorrect answer is option 'D'. Can you explain this answer?
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