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Does the rule y equals 4x4x represent a linear or exponential function explain?
yes
Where is f(x) discontinuous but not differentiable Explain?
Wherever a function is differentiable, it must also be continuous. The opposite is not true, however. For example, the absolute value function, f(x) =|x|, is not differentiable at x=0 even though it is continuous everywhere.
What is the definition for convolutions?
n. 1. A form or part that is folded or coiled. 2. One of the convex folds of the surface of the brain.
Explain why the range of the arc sin function is restricted to x?
The range of the arcsinx function is restricted because it is the inverse of a function that is not one-to-one, a characteristic usually required for a function to have an inverse. The reason for this exception in the case of the trigonometric functions is that if you take only a piece of the function, one that repeats through the period and is able to represent the function, then an inverse is obtainable. Only a section that is one-to-one is taken and then inverted. Because of this restriction, the range of the function is limited.
How do you change an exponential functions to a logarithmic function?
If y is an exponential function of x then x is a logarithmic function of y - so to change from an exponential function to a logarithmic function, change the subject of the function from one variable to the other.
If production set is convex then production function is concave?
correct.
Can you explain what convex optimization is?
Convex optimization is the process of enhancing the vision that convex mirrors and lenses can provide by adjusting the angle of the convex lenses to the perfect most apt angles separating them apart so as to enhance the field of vision and effectiveness.
What is a convex hexagon?
a polygon with 6 sides * * * * * The fact that is has six sides makes it a hexagon but that does not explain ""convex". A convex polygon is one in which none of the angles is a reflex angle. An alternative definition of convex is that a line joining any two points inside the hexagon is wholly inside the shape.
What is C1 convex function?
A C1 convex function is a type of convex function that is continuously differentiable, meaning it has a continuous first derivative. In mathematical terms, a function ( f: \mathbb{R}^n \to \mathbb{R} ) is convex if for any two points ( x, y ) in its domain and any ( \lambda ) in the interval [0, 1], the following holds: ( f(\lambda x + (1 - \lambda)y) \leq \lambda f(x) + (1 - \lambda)f(y) ). Additionally, the existence of a continuous first derivative ensures that the slope of the function does not have abrupt changes, maintaining the "smoothness" of its graph.
Explain why a function at most one y-intercept?
explain why a function has at most one y-intercept
Why demand curve is convex?
Convex function on an open set has no more than one minimum. In demand it shows the elasticity is linear after some point and non linear on other points.
Identify and explain any 4 functions of groupware?
explain any 4 function of groupware?
Explain how to tell whether a polygon is a convex?
If, for any two points A and B in the polygon, all points with position A + kB are inside the polygon for 0 ≤ k ≤ 1, then the polygon is convex. In simple terms, if all points on the line AB lie inside the polygon, it is convex. If there is at least one point on AB that is outside the polygon then it is not a convex polygon.
Explain the evolution of sales management function in Indian context?
explain the evolution of sales management function in Indian context
What is a function of baising?
what is a function of Biasing and explain it's working ? why the Common Emitter Configuration is use as Amplifier ? Explain in Detail ?
Explain the layout function and describe when they might be used in Microsoft word.?
explain the function of layout andwhen it might be used.
Draw a Z80 processor and explain five of its pin function?
draw the Z80 processor and explain five of its pin function
