(a) Calculate the (time-averaged) energy density of an

Principles of General Chemistry 2
Problem 31P Indium (In) reacts with HC1 to form a diamagnetic solid with the formula InCl2. (a) Write condensed electron configurations for In, In+, In2+, and In3+. (b) Which of these species is (are) diamagnetic and which paramagnetic? (c) What is the apparent oxidation state of In in InCl2? (d) Giv

Classical Mechanics 0
For a steel ball bearing (diameter 2 mm and density 7.8 g/cm3) dropped in glycerin (density 1.3 g/cm3 and viscosity 12 Ns/m2 at STP), the dominant drag force is the linear drag given by (2.82) of Problem 2.2. (a) Find the characteristic time t and the terminal speed vt. [In finding the latter, you sh

Myers' Psychology for AP 2
Explain how Heather Sellers experience of prosopagnosia illustrates the difference between sensation and perception.

Campbell Biology: Concepts & Connections 7
Cows can derive nutrients from cellulose because a. they produce enzymes that recognize the shape of the glucose-glucose bonds and hydrolyze them. b. they rechew their cud to break down cellulose fibers. c. one of their stomachs contains prokaryotes that can hydrolyze the bonds of cellulose. d. their

Foundations in Microbiology 10
Explain what it means to be an obligate intracellular parasite. Name three groups of obligate intracellular parasites.

Urban Economics 8
Suppose the marginal value of a square foot of factory space is constant at $1.00. The marginal benefit of a square foot of housing space is $1.00 for 1,000 square feet and $0.80 for 1,200 square feet. Suppose the government provides a 20 percent mortgage subsidy, cutting the net price of housing to

Urban Economics 8
Consider a monocentric city where the cost of commuting is $40 per mile per month. A household located eight miles from the city center occupies a dwell- ing with 1,000 square feet at a monthly rent of $600. Nonland cost per dwelling is $250, and there are 10 houses per hectare. a. The price of housi

Advanced Engineering Mathematics 10
Compute the minimum square error for \(f(x)=x / \pi(-\pi<x<\pi)\) and trigonometric polynomials of degree \(N=1, \cdots, 5\).