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Calculus
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Squeeze theorem
What is the formal statement of the squeeze theorem?
The functions g and h are equal to f.
The functions g and h are not related to f.
The functions g and h are lower and upper bounds of f.
The functions g and h are not involved in the theorem.
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Linear function
What is a linear function in calculus and related areas?
A function of degree two
A function of degree one or less
A function of degree three or more
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Stationary point
What is a stationary point in mathematics?
A point where the function is undefined
A point where the function's derivative is zero
A point where the function is discontinuous
A point where the function is infinite
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Fundamental theorem of calculus
What does the first fundamental theorem of calculus state?
An antiderivative can be obtained by differentiating a function.
An antiderivative can be obtained by integrating a function over a fixed interval.
An antiderivative can be obtained by integrating a function over an interval with a variable upper bound.
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