differentiate f(x)= {5x-4, 0 _2 at x = 1 ,2
Answers
Answered by
0
Step-by-step explanation:
x=1 5x-4=5x1-4=1
x=2 5x-4=5x2-4=2
Answered by
0
Answer:
Let f(x)=x
−4
(3−4x
−5
)
By Leibnitz product rule
f
′
(x)=x
−4
dx
d
(3−4x
−5
)+(3−4x
−5
)
dx
d
(x
−4
)
=x
−4
{0−4(−5)x
−5−3
}+(3−4x
−5
)(−4)x
−4−1
=x
−4
(20x
−6
)+(3−4x
−5
)(−4x
−5
)
=20x
−10
−12x
−5
+16x
−10
=36x
−10
−12x
−5
i hope this helps you
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