Answer [Mr. Uyama's Fraction] [Fraction 910th Question] Arithmetic / Mathematics Genius Problem [April 8, 2022] Fraction

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[Volume of tigers that passed arithmetic]

[Uyama TV] (Study / Variety)

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Very popular ☆ It is a problem of [Uyama sensei formula, fraction calculation] ♪

[Fraction of Professor Uyama]

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2022/04/08 (Friday)

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(o ^-') b

[Mr. Uyama's fraction, 910th question in total]

[Fraction problem (14th question in 2022)]

Today is April 8, 2022.

Do the next fraction calculation ♪

It was

4857/8888 － 26953285/50010001 =?

It was

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♪ (´θ ｀) ノ

[Mr. Uyama's fraction, 910th question in total] Answer

[Fraction problem (14th question in 2022)]

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[Answer] It is [3337777777/444488888888].

(Molecular = 333 → 777777710 digits)

(Fraction = 444488888888 → 12 digits)

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(solution)

4857/8888 － 26,953,285 / 50010001

= 242,898,574,857 / 444488888888

-239,560,797,080 / 444488888888

= 3337777777/444488888888

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♪ (´θ ｀) ノ

I made an interesting fraction of numbers today ♪

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The numerator is [333777777 = 3 for 3 + 7 for 7 → 10 digits]

The denominator is [444488888888 = 4 for 4 + 8 for 8 → 12 digits]

It is ☆

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Suitable for today, April 8th

I created an interesting fraction problem of [4/8/3/7] ☆

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♪ (´ ▽ `) ノ

Of course, the answer is irreducible fractions ☆

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(* ^ ー ^) ノ [Reference]

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(8888 [4 digits] = 2 x 2 x 2 x 11 x 101)

(50010001 [8 digits] = prime number)

(4857 [4 digits] = 3 x 1619)

(26953285 [8 digits] = 5 x 5390657)

(3337777777 [10 digits] = 43 x 1873 x 41443)

(444488888888 [12 digits] = 2 x 2 x 2 x 11 x 101 x 50010001 = 8888 x 50010001)

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[reference]

[Fraction of Mr. Uyama] 910th question in total

[2013] 40 questions

[2014] 135 questions

[2015] 143 questions

[2016] 131 questions

[2017] 128 questions

[2018] 108 questions

[2019] 105 questions

[2020] 52 questions

[2021] 54 questions

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[2022]

2021/01/07 (Friday) [1/2022]

2021/01/14 (Friday) [1/2022]

2021/01/21 (Friday) [1/2022]

2021/01/28 (Friday) [1/2022]

2021/02/04 (Friday) [111222233333/222333344444]

2021/02/11 (Friday) [21111111111/211111111111]

2021/02/18 (Friday) [2222233333/22222233333]

2021/02/25 (Friday) [25555555552/52222222225]

2021/03/04 (Friday) [55555/3334444333]

2021/03/11 (Friday) [300000000000/300000000001]

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2021/03/18 (Friday) [1000000001/30000000003]

2021/03/25 (Friday) [1000000001/30000000003]

2021/04/01 (Friday) [44441111111/444411111111]

2021/04/08 (Fri) [3337777777/444488888888] ← Today (o ^-') b

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