Calculate the usable area in square feet of a house. Assume that the house has a maximum of four rooms, and that each room is rectangular. Program Description The purpose of this program is to calculate the usable area (square feet) of a four room house. Analysis To calculate the usable area in square feet in the house I would first need to identify the inputs and outputs. I know the house has a maximum of 4 rooms that are rectangular in shape, this is my input. Using the area formula (L x W)
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greater than Amount 2” Else If amount2> amount1 Then Display “Amount 2 is greater than Amount 1” Else Display “Amount 1 is equal to Amount 2” End If End If End If End Main module Programming Exercises 1.Main Mod Declare Integer 2. Areas of Rectangles Main Module Declare length1 as integer, length2 as integer, width1 as integer, width2 as integer Declare AreaOfFirstRectangle as integer, AreaOfSecondRectangle as
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TABLE OF CONTENT TITLE | PAGE | TABLE OF CONTENT | 1 | APPRECIATION | 2 | OBJECTIVE | 3 | METHOD INVESTIGATION | 4 | PART I | 5-7 | PART II | 8-10 | PART III | 11-13 | PART IV | 14-16 | REFLECTION | 17-18 | CONCLUSION | 19 | APPRECIATION First of all, I would like to say thank you for giving me the power to complete this project work. Not forgotten my parents for providing me any material to complete this project and their support which are the most needed for this project
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Functional Areas of Business 14 TARMAC Assessment Task 1 Functional Areas of Business 14 TARMAC Assessment Task 1 Contents Contents Contents 1 Introduction 2 Findings 3 Sources of Information 5 Introduction Within this report it will be explained what factors have affected the structure of tarmac and how, how tarmac takes account of its functional areas, the advantages and disadvantages that their structure has upon the activities of tarmac, tarmac's interaction with
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Number system 1. When Sum and Diff of two numbers (X and Y) are given, then X = (sum + diff)/2 Y = (sum - diff)/2 Diff between two digits of two digit number is = (Diff in original and interchanged number)/9 Sum of first n odd nos is n2 Sum of first n even nos n(n+1) Sum of squares of first n natural no’s is n(n+1)(2n+1)/6 Sum of cubes of first n natural numbers is [n(n+1)/2]2 If the sum of squares of two numbers is x and the square of their diff is y, then the product of the two numbers is [(x-y)/2]
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located in a important business area making more attractive for residents to work in. All the services public services are available in this area like potable water, sewer, trash services, electricity, police station, firefighter station, food bank, public schools, public library and public transportation. This community counts with numerous free clinics, vision and dental centers and other specialties such as dialysis and chemo centers. On the other hand the area doesn’t count with hospitals but
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operating their business in the USA, Canada, Germany, France, England and China. Presently, MH Group Corporation owns 5 Trade companies, 6 factories, 1 large-scale warehouse, 7 overseas branches, over 3,000 staffs, 50,000 square meters of storage area, 100,000 square meters of
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ENGLISH 281 Draft Workshop Questions for Essay Two in Wikis Steps: 1. Post your draft to your appointed Wiki area by Sunday, April 5 by midnight. 2. Review drafts attached to your Wiki area and provide feedback using the below questions, pasting the answers in to the Wiki area and making it clear who the answers are for/whose draft you are commenting on and that you are the writer. For example, you could paste in something like the following: Susan, here are my thoughts/feedback on
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© Glencoe/McGraw-Hill NAME ______________________________________________ DATE 7-8 NAME ______________________________________________ DATE ____________ PERIOD _____ 7-8 Skills Practice Practice ____________ PERIOD _____ (Average) Inverse Functions and Relations Inverse Functions and Relations Find the inverse of each relation. Find the inverse of each relation. 1. {(3, 1), (4, Ϫ3), (8, Ϫ3)} 2. {(Ϫ7, 1), (0, 5), (5, Ϫ1)} 1. {(0, 3), (4, 2), (5, Ϫ6)} {(1, Ϫ7), (5, 0), (Ϫ1, 5)} {(1
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different dimensions and surface area. Use this data as the basis for a discussion of beneficial cell shapes. Essay Submission When the volume is too large relative to the surface area of the cell, diffusion cannot occur at sufficiently high rates to ensure this. Therefore cells size is wanted to be relatively small. Box A's surface area to volume ratio is the smallest and therefore will be very sufficient for diffusion to occur at a high rate. Box B's surface area to volume ratio is in between
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