Question

Without actually performing division, find decimal expansion of 73/6250.​

Answer 1

Answer:

Step-by-step explanation:

If the factors of denominator of the given rational number is of form 2ⁿ 5^m ,where n and m are non negative integers, then the decimal expansion of the rational number is terminating otherwise non terminating recurring.

13/6250

13 / (2¹ ×5^5 )

Here, the factors of the denominator 6250 are are 2¹ ×5^5 which is in the form 2ⁿ 5^m .

Hence , 13/6250 has terminating decimal expansion and can be expressed as

13/6250 = 13 × 2⁴ / (2¹×2⁴ × 5^5)

= 13 × 16 / (2×5)^5 = 208 /100000

= 0.00208

Hence, the decimal expansion of 13/6250 = 0.00208

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Answer 2

Step-by-step explanation:

केम छो मजामा ने मान्यता हनुमान संख्यावाचक चैनल मैं तुम्हें खुद समझ बंद करो तुम्हारी मां की ना तो खाते में चीनी कोई हाथ नहीं भाई खाटू टू टू टू टू टू टू टू टू