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alsuu00
@alsuu00
July 2022
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Вычислить:
30√1/12 + 7/2√2/3 + 5√144
(Корень везде кубический)
ответ 16 целых 1/6 корень 3 степени из 18
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ВладимирБ
Verified answer
Решение смотри на фото
3 votes
Thanks 3
oganesbagoyan
Verified answer
30∛1/12 + (7/2)*∛(2/3) +5³√144 = 30 ∛(12²/12³) + (7/2)∛(2*3²/3*3²) +5∛144 =(30 ∛144 ) /12 +(7/6)∛18) +5∛144 = (30 ∛(8*18) /12 +(7∛18) / 6 +5
∛(8*18) =
30 *2 ∛18 /12 + (7/6)∛18) +5*2∛18 = 5 ∛18 +(1+1/6) )∛18) + 10∛18 =
16 1/6
∛18. * * * = 23 б * * *
2 votes
Thanks 1
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Verified answer
Решение смотри на фотоVerified answer
30∛1/12 + (7/2)*∛(2/3) +5³√144 = 30 ∛(12²/12³) + (7/2)∛(2*3²/3*3²) +5∛144 =(30 ∛144 ) /12 +(7/6)∛18) +5∛144 = (30 ∛(8*18) /12 +(7∛18) / 6 +5∛(8*18) =30 *2 ∛18 /12 + (7/6)∛18) +5*2∛18 = 5 ∛18 +(1+1/6) )∛18) + 10∛18 =
16 1/6 ∛18. * * * = 23 б * * *