Number 1

How many statements are false about the number 1?

  • It is a prime number.

  • It is not a Fibonacci number.

  • It is not a perfect number.

  • It cannot be written as a sum of two positive cubes.


Check out the set: How many statements are true/false?

3 4 0 1 2

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1 solution

Munem Shahriar
Oct 12, 2017
  • The first statement is false \color{#D61F06} \text{false} . A prime number is always greater than 1.

  • The second statement is false \color{#D61F06} \text{false} .

  • The third statement is true . \color{#20A900} \text{true}. 6 is the smallest perfect number.

  • The fourth statement is true \color{#20A900} \text{true} . Since 0 isn't positive, 0 3 + 1 3 = 1 0^3 + 1^3 = 1 is invalid in this case.

There are 2 \color{#D61F06} \boxed{2} false statements.

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