State True or False-sqrt-7- is an irrational number-

Question

Toppr Admin · Accepted Answer

Correct option is A- True-sqrt - 7 - -2-64575131106- The-quad decimal-quad representation-quad is-quad non-quad repeating-quad non-quad terminating- Hence-quad -sqrt - 7 - is-quad an-quad irrational-quad number- -quad -

State True or False.
$$\sqrt{7}$$ is an irrational number.

Correct option is A. True
$$\sqrt { 7 } =2.64575131106...\\ The\quad decimal\quad representation\quad is\quad non\quad repeating\quad non\quad terminating.\\ Hence,\quad \sqrt { 7 } is\quad an\quad irrational\quad number.\\ \quad $$

State True or False.$$\sqrt{7}$$ is an irrational number.

Correct option is A. True$$\sqrt { 7 } =2.64575131106...\\ The\quad decimal\quad representation\quad is\quad non\quad repeating\quad non\quad terminating.\\ Hence,\quad \sqrt { 7 } is\quad an\quad irrational\quad number.\\ \quad $$

State True or False.
$$\sqrt{7}$$ is an irrational number.

Correct option is A. True
$$\sqrt { 7 } =2.64575131106...\\ The\quad decimal\quad representation\quad is\quad non\quad repeating\quad non\quad terminating.\\ Hence,\quad \sqrt { 7 } is\quad an\quad irrational\quad number.\\ \quad $$