1. A strictly monotonic function is defined as a function that either always increases or always decreases in its domain. Suppose we consider all strictly monotonic functions that have (-0, ) as their domain. Explain intuitively why it is true that for all such functions, there is no point in the domain where the tangent line is horizontal. Now recall a specific class of functions called one-one functions. These are functions that have exactly one input corresponding to every output. Explain intuitively why the exact same conclusion about tangent lines can be made for one-one functions as well. Is this enough to say that a strictly monotonic function is always one-one and vice- versa? Discuss.

Q: Compare by writing , or =.

A:

Q: Please show steps thank you

A: 1) Here, we have R(x)=0.1x3+0.2x2 The rate of change of revenue with respect to x…

Q: Just checking answer

A:

Q: a Find 3e Szy Submit Question

A:

Q: Fill in the blank using >, <, or =. 3³.3-2 3².3-3 Blank 1:

A:

Q: I can't read the handwriting can you put in computer form

A: Find the inverse of fx=x+49-3x

Q: Please break down This is a homework assigment I cant figure out

A:

Q: Given the tabl comPlete the

A: Since you have posted a question with multiple sub-parts, we will solve the first three sub-parts…

Q: True or False and explain why. Just number 4

A: 4) to write the true or false

Q: R 22 Y 26 O RS = 18 %3D O RS = 24 %3D O RS = 20 O RS = 16 %3D

A:

Q: Can you write it please in clear handw

A: Let's solve.

Q: [e(e²³-3)¹⁰0 3) 10 dt

A:

Q: can you please rewrite the answer  ? I cannot understand the writing . Thanks

A:

Q: Find the slope-intercept form of the equation of the line going through the point (1,6) and…

A: We’ll answer the first question since the exact one wasn’t specified. Please submit a new question…