What is physics
2x + 4/3x
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3/1/3 is ur ans
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Answer:
Using the derivative rules we find that the answer is 24x4−8x3+3(4x−1)2
Explanation:
Derivative rules we need to use here are:
a. Power rule
b. Constant Rule
c. Sum and difference rule
d. Quotient rule
Label and derive the numerator and denominator
f(x)=2x4−3x
g(x)=4x−1
By applying the Power rule, constant rule, and sum and difference rules, we can derive both of these functions easily:
f′(x)=8x3−3
g′(x)=4
at this point we will use the Quotient rule which is:
[f(x)g(x)]′=f′(x)g(x)−f(x)g′(x)[g(x)]2
Plug in your items:
(8x3−3)(4x−1)−4(2x4−3x)(4x−1)2
From here you can simplify it to:
24x4−8x3+3(4x−1)2
Thus the derivitive is the simplified answer
love you
Answer:
Using the derivative rules we find that the answer is 24x4−8x3+3(4x−1)2
Explanation:
Derivative rules we need to use here are:
a. Power rule
b. Constant Rule
c. Sum and difference rule
d. Quotient rule
Label and derive the numerator and denominator
f(x)=2x4−3x
g(x)=4x−1
By applying the Power rule, constant rule, and sum and difference rules, we can derive both of these functions easily:
f′(x)=8x3−3
g′(x)=4
at this point we will use the Quotient rule which is:
[f(x)g(x)]′=f′(x)g(x)−f(x)g′(x)[g(x)]2
Plug in your items:
(8x3−3)(4x−1)−4(2x4−3x)(4x−1)2
From here you can simplify it to:
24x4−8x3+3(4x−1)2
Thus the derivitive is the simplified answer
love you
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