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kisashaurma
@kisashaurma
July 2022
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ПРОИЗВОДНАЯ
f(x)=(x-1) √(x^2+1), если х=0
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sedinalana
Verified answer
F`(x)=(x-1)`*√(x²+1)+(x-1)*(√(x²+1))`=1*√(x²+1)+(x-1)*2x/(2√(x²+1))=
=√(x²+1)+x(x-1)/√(x²+1)=(x²+1+x²-x)/√(x²+1)=(2x²-x+1)/√(x²+1)
f`(0)=(0-0+1)/√(0+1)=1/1=1
2 votes
Thanks 4
kisashaurma
а это все решение?
kisashaurma
вы подставляли 0?
sedinalana
подставила
kisashaurma
не было этого раньше
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Answers & Comments
Verified answer
F`(x)=(x-1)`*√(x²+1)+(x-1)*(√(x²+1))`=1*√(x²+1)+(x-1)*2x/(2√(x²+1))==√(x²+1)+x(x-1)/√(x²+1)=(x²+1+x²-x)/√(x²+1)=(2x²-x+1)/√(x²+1)
f`(0)=(0-0+1)/√(0+1)=1/1=1