Solve the problem using squeeze theorem

Assignment Help Mathematics

Reference no: EM13966734

Suppose A is a constant and f(x) isa function of x such that

Ax/(x+3) <f(x) < x + 768

for all x near 48 but not equal to 48.

we are interested in finding the limit of f(x) as x approaches 48 by means of the Squeeze Theorem.

(a) For the squeeze theorem to be applicable in this case, the constant A must be equal to a specific number. Find this number

(b) assuming that A is that number for which the squeeze theorem is applicable, find lim x->48 f(x)

Reference no: EM13966734

Questions Cloud

What is the quality of the bibliography and notation : What is the quality of the bibliography and notation - does it seem to cite authoritative sources? You should keep the following criteria in mind when assessing those sources that are web-based.

Would it be ethical for marcia to attend the meeting : Would it be ethical for Marcia to attend the meeting and share the relevant cost data?

What is the voltage drop on the transmission lines : What is the line voltage of the two loads? What is the voltage drop on the transmission lines? Find the real and reactive powers supplied to each load.

Player probability of winning : A player throws a fair coin and wins $1 each time it's heads, but loses $1 each time it's tails. The player will stop when his or her net winnings reach $1, or after n throws, whichever comes sooner. What is the player's probability of winning, an..

Solve the problem using squeeze theorem : For the squeeze theorem to be applicable in this case, the constant A must be equal to a specific number. Find this number and assuming that A is that number for which the squeeze theorem is applicable, find lim x->48 f(x)

Explaining the different types of abs : Two specific, real-world examples of asset-backed securities with appropriate maturities and how they compare to a Treasury security of the same maturity in terms of the spread over the Treasury yield

Rather than be in a perfectly competitive market : Rather than be in a perfectly competitive market, in an effort to maximize profits, select the type of market would you rather be in and analyze what you would have to do to make it happen. [Include monopoly, monopolistic competition, and oligopoly.]

Find the equation of a tangent plane to surface : Suppose that curves r1(t)= and r2(s)= both lie on a surface S and intersect at point P(0,4,0). Find the equation of a tangent plane to surface S at point P.

User Account

All Pages