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Factors of Algebraic Expressions

For a number,...

Question

For a number, factors are infinite but multiples are finite.

A

True

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B

False

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Solution

The correct option is B False

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Q. As we have seen the different kinds of numbers, let us move on to factors and multiples. There is a conversation between two students regarding their thoughts about factors and multiples.
Samaira: A multiple is a number obtained by multiplying whereas factor is a number obtained by dividing evenly.
Kate: I think that we have finite number of factors but infinite number of multiples.

Both stated their thoughts, whose statement is conceptually correct?

Q. For any real number

r

A_{r} = {e^{i π r n} : n is a natural number}

be a set of complex numbers. Then

Q. Every counting number has an infinite number of
(a) factors
(b) multiples
(c) prime factors
(d) None of these

A = {x : x

is a member of family of circles

}

B = {x : x

is a vowel in English alphabet

}

A = {x | x

is a multiple of

3}

as 'finite' or 'infinite'.

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