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Which function’s domain consists of only real numbers greater than 3?

User Akcoban
by
7.3k points

1 Answer

5 votes

Answer:

the answer is

f(x)=1/√(x-3)

Explanation:

we know that

case a) f(x)=3x

the domain is all real numbers------> interval (-∞,∞)

case b) f(x)=√x

the domain is all real numbers greater or equal than 0

the interval [0,∞)

case c) f(x)=3x+4

the domain is all real numbers------> interval (-∞,∞)

case d) f(x)=1/√(x-3)

the denominator can not be zero and can not be negative

so

(x-3) > 0-----> x > 3-----> the domain is all real numbers greater than 3

the interval is (3,∞)

the answer is

f(x)=1/√(x-3)

User Henrique Rotava
by
8.5k points

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