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HCF of 2 Numbers

If HCF of two...

Question

If HCF of two different numbers is 1, thenStatement 1: Both numbers are coprimeStatement 2: Both are prime numbersStatement 3: One is prime and another is oddWhich of the following is always true?)Only statement 1(2) Both statements 1 and 27(3) Only statement 2(4) Both statements 2 and 3

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1

p

(p \neq 2)

[(2 + \sqrt{5})^{p}] - 2^{p + 1}

p

[.]

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n

^{n} C_{1},^{n} C_{2},^{n} C_{3}, \dots,^{n} C_{n - 1}

n

1.3 m

1.30 m

Statement-1: Both $N_{2}$ and $H_{2} O$ are molecules.
Statement-2: A molecule constitutes of only similar kind of atoms.

3

p :

3

q :

3

1

i^{i}

2

z = (\sqrt{i})^{\sqrt{i}}

{log}_{e} z

\frac{- π}{4 \sqrt{2}}

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