Question

Asked Sep 4, 2019

21 views

Can i get help with this problem step by step?

Step 1

Refer to the question,

To determine the points where the provided function is continuous .

Step 2

Here to check the continuity of the function at a point the left and limit = right hand limit = value of function at that point that is,

Step 3

As the given function is a polynomial function so it define for all value of x ad will be continuous at each ...

Tagged in

Find answers to questions asked by student like you

Show more Q&A

Q: (a) By graphing the function f(x) = (cos(2x) - cos(x))/x and zooming in toward the point where the g...

A: Graphed the function using graphing calculator, zooming in got lim x->0 f(x)= -1.5Answer(a): -1.5

Q: 2/3. -3/5 2. Simplify and give your answer in simplified radical form: (x5/6)2

A: The given expression is,

Q: The rectangular coordinates of a point are given. Find polar coordinates of the point. Express 0 in ...

A: Let the polar coordinates of given point are ( rcos(thita), rsin(thita)) as shown on board.By compar...

Q: Sketch the graph of an example of a function fthat satisfies all of the given conditions. lim fx)2, ...

A: Following information has been provided in the question,

Q: How do you set up the integral?

A: Given a triangle with function and the vertices,

Q: When using u substation what should I use as the u when the problem is the intergral of cos3(x)sin(x...

A: Explanation:The given integral is ∫cos3(θ)sin(θ)dθ.

Q: Suppose that a particle has been shot into the air in such a way that the rate at which its height i...

A: v = 320 - 32tIf h represents the height of the particle at any time t, then:v = dh / dt = 320 - 2t

Q: The points (−1.9,2.2)(-1.9,2.2) and (3.2,10.36)(3.2,10.36) are on the graph of a linear relationship...

A: 1.The given points are, (–1.9,2.2) and (3.2,10.36).It is known that, the constant rate of change of ...

Q: The maximum no-compression dive times for open-water scuba diving with air-filled tanks can be model...

A: Given time is 25 minutes. So t(x)=25.