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The function f:N->R is defined by f(n)=2n the range of the function is?? a)N b)R c)subset of all ve integers d)set of all ve integers?
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The function f:N->R is defined by f(n)=2n the range of the function is...
Range of the Function f(n) = 2n
The range of a function is the set of all possible values that the function can take. In this case, the function f(n) = 2n is defined from natural numbers to real numbers.
  • Understanding the Function: The function f(n) = 2n takes a natural number n as input and outputs the result of multiplying that number by 2.
  • Finding the Range: Since the function f(n) = 2n outputs real numbers, the range of the function will be a subset of real numbers.
  • Range Calculation: By plugging in different natural numbers for n, we see that the function will output all even integers. This means that the range of the function f(n) = 2n is the set of all even integers.
  • Final Answer: Therefore, the range of the function f(n) = 2n is the set of all even integers within the real numbers.


In conclusion, the range of the function f(n) = 2n is a subset of the real numbers, specifically the set of all even integers.
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The function f:N->R is defined by f(n)=2n the range of the function is...
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The function f:N->R is defined by f(n)=2n the range of the function is?? a)N b)R c)subset of all ve integers d)set of all ve integers?
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