Why did Newton published his work on the bases of calculus around 20 years after he wrote it?

Because of pressure from his followers.

Why is the fundamental Theorem of Calculus is so important?

shows how integrals and derivatives are correlated.

Who invented Calculus?

There is no absolute creator of Calculus

Why did the Royal Society chose Newton as the official creator of Calculus?

Because Newton had connections in the Royal Society.

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The Controversy of calculus

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Leibniz and Newton, who did what when?

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Questions 11

Answers

1
What is another name for rate of change?
Linear function
Slope
Derivatives
Variable
2
Who believed that the application for calculus was related to the physical world?
Hawking
Leibniz
Einstein
Newton
3
Who published his work first about the fundamentals of calculus?
Gottfried Leibniz
Issac Newton
Albert Einstein
Stephen Hawking
4
Why did Newton published his work on the bases of calculus around 20 years after he wrote it?
Because he obtained the resources to do so.
Because he forgot about his work for 20 years.
Because of pressure from his followers.
Because he felt like it.
5
The integral of a function is equal to the?
Slope
Area under the graph of f(x)
Derivative
Rate of change
6
What is Calculus?
The study of statistics.
The study of motion.
The study of change
The study of variables and equations.
7
Why is the fundamental Theorem of Calculus is so important?
Shows the relationship between slope and rate of change.
Proves the quadratic equation.
shows how integrals and derivatives are correlated.
Proves the mean value theorem.
8
Who invented Calculus?
Newton
There is no absolute creator of Calculus
Hawking
Leibniz
9
Who believed that calculus was more about analysis of change in graphs?
François Viete
Hawking
Leibniz
Newton
10
Why did the Royal Society chose Newton as the official creator of Calculus?
Because Newton bribed the Royal Society.
Because Newton had connections in the Royal Society.
Because of luck.
Because there was clear evidence.
11
What is the first step to find the derivative of a function?
Use rectangle approximations.
Apply the power Rule.
use the quadratic equation.
Model rates of change.

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