Monica travels from her office in boston to lisbon, portugal, on business. her absence of 13 days was spent as follows: thursday depart for and arrive at lisbon friday business transacted saturday and sunday vacationing monday through friday business transacted saturday and sunday vacationing monday business transacted tuesday depart lisbon and return to office in boston for tax purposes, how many days has monica spent on business? what difference does it make? could monica have spent more time than she did vacationing on the trip without loss of existing tax benefits? explain.

Jade international is a highly diversified global firm with headquarters in new jersey. it manufactures a variety of products ranging from home security systems to automotive components. jade's 100,000 employees work at facilities located in more than 60 countries around the world. jade frequently sends american managers overseas to manage the firm's foreign facilities. the hr department is considering the idea of redesigning jade's expatriate support services program.which of the following, if true, best supports jade's decision to provide assistance to trailing spouses in finding jobs overseas? a) jade puts great emphasis on promoting the role of women in global management.b) the majority of jade's expatriate managers have long-term international experience.c) jade has lost a significant chunk of its global cadre in the recent past owing to its failure to offer feasible options to address the dual-career couples dilemma.d) female managers at jade have reported discriminatory treatment while on overseas assignments.

Popeye produces 20 cans of spinach in 8 hours. wimpy produces 15 hamburgers in 10 hours. if each hamburger trades for 1.5 cans of spinach, then: a.wimpy’s production and productivity are greater than popeye’s. b.popeye’s production is greater than wimpy’s, but his productivity is less. c.wimpy’s production is greater than popeye’s, but his productivity is less. d.popeye’s production and productivity are greater than wimpy’s.

Answer the following questions using the banker’s algorithm: a. illustrate that the system is in a safe state by demonstrating an order in which the processes may complete. b. if a request from process p1 arrives for (1, 1, 0, 0), can the request be granted immediately? c. if a request from process p