n that f′(x)=58x3/5,fif(x)=x8/5+Cf(x)=58x8/5+Cf(x)=2524x8/5+Cf(x)=2524x−2/5+C No answer is given
Find the indefinite integral ∫(−5x3+3x2+10x+2)dx −45x4−x3+10x2+2x+C −15x2+6x+C−15x2+6x+10+C−45x4+x3+5x2+2x+C
Evaluate the indefinite integral ∫x26x3+4x2+2dx 6x+4+x22+C3x2+x−x23x2+4x−x2+C6−x34+C
the indefinite integral ∫(sec2x+1)dx tan(x)+x+C tan2(x)+C cot2(x)+C 2sin(x)cos(x)+C tan(x)sec2(x)+C
uate ∫(7secxtanx+x3+e−x)dx noun T 23vaˉ−c−x+v 7secx+23x+e−x+C 7secx+6x+e−x+C 7secx+6x−e−x+C 7tanxsecx+23x−e−x+C 7tanxsecx+6x−e−x+C
Solve the initial value problem: F′(x)=−32x7,F(0)=−3 F(x)=−4x8−3F(x)=−4x8+3F(x)=−4x8+1F(x)=−32x6−3F(x)=−224x6−3
A car is being driven at a rate of 40ft/sec when the brakes are applied. The car decelerates at a constant rate of 15ft/sec2. How long before the car stops? Round your answer to one decimal place. Your Answer: Answer units Question 10 (10 points) A car is being driven at a rate of 40ft/sec when the brakes are applied. The car decelerates at a constant rate of 14ft/sec2. Calculate how far the car travels in the time it takes to stop. Round your answer to one decimal place. Your Answer: Answer units
n that f′(x)=58x3/5,fif(x)=x8/5+Cf(x)=58x8/5+Cf(x)=2524x8/5+Cf(x)=2524x−2/5+C No answer is given Find the indefinit
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n that f′(x)=58x3/5,fif(x)=x8/5+Cf(x)=58x8/5+Cf(x)=2524x8/5+Cf(x)=2524x−2/5+C No answer is given Find the indefinit
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