- #1
dth257
- 4
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Calculus Problem!
need help with d
need help with d
Hello dth257. Welcome to PF !dth257 said:[ IMG]http://i212.photobucket.com/albums/cc99/munteo/prm-1_zps25a60cf1.jpg[/PLAIN]
need help with d
dth257 said:
need help with d
You said you needed help with part (d), so I assumed you know how to do parts a, b, c .dth257 said:I'm sorry i don't know what you meant. Are you asking questions or showing me the way to do it?
dth257 said:I'm sorry for misunderstand.
a. f(1)= 0
b. f'(1)= sqrt(5)/5=.447214
dth257 said:I'm sorry I'm a newbie in here. I don't know how to type these mathematical equations in the forum. It would take me few hours to just type all of the work down.( that why i posted the picture instead of type them out) So i just gave out the answer. That's the fastest way i can do.
Calculus is a branch of mathematics that deals with the study of continuous change. It involves the use of derivatives and integrals to analyze and solve problems related to rates of change, optimization, and growth.
A Calculus problem is a mathematical question that requires the use of concepts and techniques from Calculus to find a solution. These problems often involve rates of change, optimization, and finding the area under a curve.
To solve a Calculus problem, you must first identify the problem and understand the given information. Then, you will need to use the appropriate formulas and techniques to find a solution. This may involve taking derivatives, setting up integrals, or using other Calculus methods.
Some common types of Calculus problems include finding derivatives and integrals of functions, solving optimization problems, and finding the area under a curve. Other types may involve related rates, volumes of solids, or applications in physics and economics.
Calculus has numerous real-world applications, such as predicting the growth of populations, modeling the spread of diseases, optimizing business processes, and understanding the motion of objects. These problems can be solved using Calculus techniques to provide valuable insights and solutions in various fields of study.