The quantity demanded weekly of the super titan

Reference no: EM13852758

1.) Suppose the quantity demanded weekly of the Super Titan radial tires is related to its unit price by the equation p+x²=196

where p is measured in dollars and x is measured in units of a thousand. How fast is the quantity demanded weekly changing when x=6, p=160, and the price per tire is increasing at the rate o f$2/week?

2.) Suppose the quantity x of Super Titan radial tires made available each week in the marketplace is related to the unit-selling price by the following equation where x is measured in units of a thousand and p is in dollars.

P=1/2x^2=48

How fast is the weekly supply of Super Titan radial tires being introduced into the marketplace when x = 6, p = 66, and the price/tire is decreasing at the rate of $6/week?

Reference no: EM13852758

Questions Cloud

What is the current market value of the firm? : What is the current market value of the firm?

Write an essay about the privacy on the internet : Write an essay about the Privacy on the Internet. Narrow the big topics down to a specific research question and clearly state what it is in the introduction.

Find the area bounded : Find the area bounded by the following. y=-x+6, x=0 and y=0

Discuss the factors of a life cycle cost analysis : Discuss the factors of a life cycle cost analysis (LCCA) and the importance of such an analysis, involving logistics warehousing

The quantity demanded weekly of the super titan : Suppose the quantity demanded weekly of the Super Titan radial tires is related to its unit price by the equation p+x2=196 where p is measured in dollars and x is measured in units of a thousand. How fast is the quantity demanded weekly changing when..

What is growth rate of the bradley broadcasting dividend : What is growth rate of the Bradley Broadcasting dividend during year

How did the manchus conquer china : What were the sources of Spanish power in the sixteenth and seventeenth centuries. Why was Spain unable to sustain its supremacy in Europe. How did the Manchus conquer China and establish the Qing dynasty. List two (2) ways that the early Qing dyn..

Find a maximum in the region : F(x,z) = -2xz + x^3 + z^3 Find a maximum in the region where x and z are both less than or equal to 1 Now consider the function is from - to + infinity. Is there a maximum?

Definition critical to the decision-making process : Why is accurate problem definition critical to the decision-making process? Need 2 paragraphs with sources.

User Account

All Pages