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ку11
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August 2022
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Производные функции
g(x)=x^3+√2
y = 3x * tgx
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ShirokovP
Verified answer
G ' (x) = (x^3 + √2)' = 3x^2
y' = (3x*tgx) ' = (3x)'tgx + (tgx)'3x = 3tgx + 3x/cos^2x =
= 3(tgx + x/cos^2x).
3 votes
Thanks 2
ку11
чувак
ку11
чё так быстро
izabella9
Verified answer
Я думаю, что так....
g(x) = (x^3+√2)= 3x^2
y= (3x*tgx)= (3x)tgx + (tgx)3x = 3tgx + 3x/cos^2x = 3(tgx + x/cos^2x)........))))
0 votes
Thanks 0
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Answers & Comments
Verified answer
G ' (x) = (x^3 + √2)' = 3x^2y' = (3x*tgx) ' = (3x)'tgx + (tgx)'3x = 3tgx + 3x/cos^2x =
= 3(tgx + x/cos^2x).
Verified answer
Я думаю, что так....g(x) = (x^3+√2)= 3x^2
y= (3x*tgx)= (3x)tgx + (tgx)3x = 3tgx + 3x/cos^2x = 3(tgx + x/cos^2x)........))))