INTEGRAL CALC

Question 1

Integration of function y = f(x) from limit
x1<x<x2,y1<y<y2, gives_____

A. Maximum value of f(x) within X1< X< X2
B. Slope of f(x) within X1< x< X2
C. Area of f(x) within X1< X< X2
D. Volume of f(x) within X1<X< X2

Answer 1

C. Area of f(x) within X1< X< X2

Question 2

Integration of function is same as the_____

A. Multiplication of two function with very
small change in value
B. Point where function neither have
maximum value nor minimum value
C. Indefinitely small difference of a function
D. Joining many small entities to create a
large entity

Answer 2

D. Joining many small entities to create a
large entity

Question 3

If (d/dx) f(x) is g(x), then the
antiderivative of g(x) is
A. f(x)
B. None of the above
C. f’(x)
D. g’(x)

Answer 3

A. f(x)

Question 4

What is also known as the Second
Fundamental Theorem of Calculus

A. Dunford-Schwartz theorem
B. Noethers second theorem
C. Newton-Leibniz axiom
D. Von Neumann-Bernays-Gödel axioms

Answer 4

C. Newton-Leibniz axiom