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Before you can do a project on any subject you need to understand that subject.Integral calculus is a 'higher' form of mathematics, if you are asking such a question then you obviously do not understand what it involves. I suggest you study more math.I suggest you start by learning integral calculus.
6th graders do not usually study calculus. They usually take arithmetic or other basic math classes.
You can fail calculus like any other school subject...you can not study for exams, not do the homework, not understand the course, disturb the class...the possibilities are endless.
In the 'real world', the purpose of a course of study in pre-calculus is to prepare the student for a course of study in Calculus.
In the 'real world', the purpose of a course of study in pre-calculus is to prepare the student for a course of study in Calculus.
Study hard, understand the lesson and revise thoroughly !
You learn calculus fast by making sure you understand each aspect before proceeding to the next. Do not be overwhelmed when you see the big picture - just decompose it into its parts, and remember what each transformation actually means. This means you need to understand how limits factor into the slope of a curve, and you need to understand how the reverse transformation figures into the area under a curve. Calculus is actually easy. What usually trips us up is the underlying mathematics, geometry, trigonometry, etc. that forms the basis for everything we do with calculus. If you do not have a solid grasp of the underlying prerequisites, you will not understand the transformations that calculus performs. Yes, there is a lot of memorization but, get the basics, and know how to combine them, and you have got it made.
Rates of change
The liberal arts majors do not usually require calculus
No Isaac Newton did not invent the branch of geometry. Isaac Newton actually invented modern calculus in the 17th century.
I wish I had a more general answer, but I can give a specific example. In order to work with circuits, differential equations (an area of calculus) must be used to understand and study the relationships between current, voltage, resistance, power, and work.
Yes calculus is a type of math that deals with the study of continuously changing quantities.