Bsbwor501 Week 1 Math Paper

perimeter of big rectangles equals scale factor times perimeter of small rectangle equals scale factor times 58 & it results with 4.5.

Halee set up a lemonade and cookie stand at the end of her street. She is selling lemonade for $0.25 per cup and cookies for $0.25 each. She sells 15 cookies and 35 cups of lemonade. Her total sales can be represented by the expression shown.

Sales (in $ 1000s)= 16,020.78118 + 149.15175 * %spanishsp – 44.16538 * %dryers – 112.48017 * %freezer – 79.84655 * %sch0-8 + 9,393.82229 * comtype1 + 3,802.26442 * comtype2 – 3,123.24462 * comtype7

We simply represent all the nodes by $D_i$ for $ 1\le i \le D_\mathcal{D}$ and $Y_k$ refer as the transmission probability gain of the node $D_i$ and $H$ is defined as the total weight. Given the contact rates and the transmission probability gain, $Y_k$ for $ 1\le i \le \mathcal{D}$, and $H$ can readily be computed. As $Y_k$ are continuous-valued real numbers, we need to quantize these transmission probability gain to run the dynamic optimization procedure i.e.,

Provide detailed descriptions and show all calculations used to arrive at solutions for the following questions:

2. Refer to the above table to answer this question. Suppose that Mia has a budget of $7 and the price of a litre of soya milk is $1, what is the maximum quantity that Mia might purchase?

7) NCC is considering the purchase of two new dryers(each costs $10000, the cost includes installation cost) and conversion of up to 10 dry berry holding bins (each costs $2000, that includes labor and material cost) so that they can hold water-harvested or dry berries. What are your recommendations? Assume that drivers are paid $12 per hour.

A portfolio is an organized, purposeful compilation of evidence documenting a child’s development and learning over time (McAfee, Leong, & Bodrova, 2016, p. 98). I thin k that implementing the Portfolio Plan would definitely contribute to the knowledge that I have already learned from my observation of Camden. After interviewing her mother and observing her, she seems to already be on a good path in her development and learning. I believe that some of the things that I have planned out on the Portfolio Plan would be very beneficial for her.

In January, Reyes Tool & Dye requisitions raw materials for production as follows: Job 1 $960, Job 2 $1,630, Job 3 $720, and general factory use $680. During January, time tickets show that the factory labor of $6,100 was used as follows: Job 1 $1,570, Job 2 $1,940 Job 3 $1,670, and general factory use $920. Prepare the job cost sheets for each of the three jobs. (If answer is zero, please enter 0, do not leave any fields blank.) Job 1 Date 1/31 1/31 Direct Materials 960 0 Job 2 Date 1/31 1/31 Direct Materials 1630 0 Job 3 Date 1/31 1/31 Direct Materials 720 0 0 1670 Direct Labor 0 1,940 Direct Labor 0 1570 Direct Labor

Question 4: Calculate each of the three products’ break even points using the data. Why is the sum of these three volumes not equal to the 1,100,000 unit’s aggregate break-even volume?

John wants to know the values of the area and perimeter of a rectangle. John can take measurements of the length and width of the rectangle in inches. John's measurements are expected to be accurate to within 0.1 inch.

Communication: Leaders and executive must gain employee trust and confidence and communicate the execution strategy and share the expected results.

For problems requiring computations, please ensure that your Excel file includes the associated cell computations and/or statistics output; this information is needed in order to receive full credit on these problems.

Warren Company makes candy. During the most recent accounting period, Warren paid $3,000 for raw materials, $4,000 for labor, and $2,000 for overhead costs that were incurred to make candy. Warren started and completed 10,000 units of candy, of which 7,000 were sold. Based on this information, Warren would recognize which of the following amounts of expense on the income

Consider a team consisting two groups, 1 and 2, each of which contains $N$ homogeneous risk-neutral individuals. Each agent's effort is unobservable and each group's output is observable.