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) (A) Both assertion and reason are true, , , , , file Choice Questions |, The total number of fact, , aneaen ors ‘of prime, (a) (B) 0, , (C)2 (D) 3, , The decimal form of a + is:, (A) terminating 4, , (B) non-repeating, , (C) non-terminating, , (D) none of these, , The decimal expansion of the rational., , , , number M587 will terminate after, , . 1250- 7, , (A) one decimal place, , (B) two decimal places, , (C) three decimal places, , (D) four decimal places, , Which of the following will have a terminating decimal expension?, , 71, , aie B, , (8) 535 ( =, 125 23, de>, (D), , (©) gar 8, , The values of a_and b in the given figure, , , , are, (A) 13, 7 (B) 7, 13 aan, (c) 12,9 (D) 9, 12, , Warion Reason auestions], lirection: In the following questions,, statement of assertion (A) is followed by a, statement of reason (R). Mark the correct, choice as:, , a, , | Laboiir India Brilliant Student CBSE X wPart’2 «2021-20 Ria, , , , (B) Both assertion and reason, , , , and reation of assertion, are true bul, , lanation, of, , son is the correct explana, , reason is not: the correct exp, assertion., , (C) Assertion is true but reason is false, (D) Assertion is false but reason is true, , 6., , 7., * where a is a prime number, , Bo, oo, a, Assertion: 3125 is a terminating decimal, , fraction, Reason: If q = 2"5™ where m and n are, , non-negative integers, then ; is a termi, nating decimal fraction., Assertion: va is an irrational number,, , Reason: Square root of any prime number, is an irrational number., Assertion: Denominator of 34.12345., , When expressed in the form zE, q +0, is of, 1, , the form 2™ X 5", where m, n are non, negative integers a, , Reason: 34.12345 is a terminating decimal, fraction., , Match the following. _, , 9., , , , , , Pp) a rational number, between 0 and 2, , a) 5-3 is, , , , , , Va. q) an irrational, ») is number, c) 7 and 17 are a r) prime numbers, , , , d)2, , , , , s) neither composite, nor prime, , , , , , t) the only even prime, numbers, , , , , , , , (A)a-q.b-r, c-p,d-t,e-s, (D)a-1, b-q, c~nd-te()a-1,b-qc-s,d-re-t, (D)a-q.b-p,c-1d-t,e-s