2. Find three consecutive integers whose sum is 378. 4. Each equal side of an isosceles triangle is 3 inches longer than the base. The perimeter of the triangle is 2 feet. Find the length of its base. 6. The width of a rectangle is 9 inches. The length is 1 inch shorter than the diagonal. Find the length of the diagonal. 8. A sum of $2.45 is composed of nickels and quarters‚ there being twice as many as nickels as quarters. How many quarters
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PT1420 - Unit 2 Homework and Lab Assignment Unit 2 Assignment 1: Homework (material from Chapter 2of your text book) 1.) What is pseudocode? A.) Pseudocode is when you pre write a program in your own type of language to lay it out 2.) Computer programs typically perform what 3 steps. A.)Input‚ Process‚ Output. 3.) What 2 things must you normally specify in a variable declaration. A.)Type‚ Identifier. 4.) Write assignment statements that perform the following operations with the variables
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possible solution. However‚ each problem is unique. This requires an overall understanding of how to set these up. You need to buy some filing cabinets. You know that Cabinet X costs $10 per unit‚ requires six square feet of floor space‚ and holds eight cubic feet of files. Cabinet Y costs $20 per unit‚ requires eight square feet of floor space‚ and holds twelve cubic feet of files. You have been given $140 for this purchase‚ though you don’t have to spend that much. The office has room for no
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ENGT 1000 Intro to Technology MATH TRIALS|Put answers on a paper and turn it in at the next class.| 1. Mr. Brown went grocery shopping to buy meat for his annual office picnic. He bought 7 ¾ pounds of hamburger‚ 17.85 pounds of chicken‚ and 6 ½ pounds of steak. How many pounds of meat did Mr. Brown buy?a) 21.10 b) 22.10 c) 26.25d) 31.31 e) 32.10|6. The diagram (right) shows a pasture which is fenced in. All but one section of fence runs straight north-south or east-west. Consecutive
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MATH10 ON-LINE ACTIVITY # 1 Name: 1.__________________________________ COURSE/SECTION _______ 2.__________________________________ DATE __________________ Answer the following problems correctly. Provide your complete solution and enclosed in a box your final answer. A. Find the solution set of the following equations: 1. 2t-7=3 2. x2-2x-5=x+1 3. 3x-5=7-3x+2 4. 8-2x-3-2x=2 B. Find the ratio of the quantities: a. 32 days to 150 hours
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PT1420 - Unit 2 Homework and Lab Assignment Unit 2 Assignment 1: Homework (material from Chapter 2of your text book) 1.) What is pseudocode? An informal language used to develop a programs design 2.) Computer programs typically perform what 3 steps. Input‚ Processing‚ and Output 3.) What 2 things must you normally specify in a variable declaration. Variable name and data type 4.) Write assignment statements that perform the following operations with the variables a‚ b‚ and c: a. Adds 2 to a and
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VOLUME 1 gal =3.785 L 1 gal =3785 mL 1 qt = 937.5 mL 1 gal =4 pt 1qt =2 pints 1 ml =20 drops 1 tsp = 4.5 mL 1tbsp =15 Ml 1L =1.06 qt TEMPERATURE °F = (°C × 9⁄5) + 32 °C = (°F − 32) × 5⁄9 °C = K − 273 K= °C + 273 OTHERS 1 g =1 cm3 1000 kg =1m3 1 g =1 ml VOLUME 1 gal =3.785 L 1 gal =3785 mL 1 qt = 937.5 mL 1 gal =4 pt 1qt =2 pints 1 ml =20 drops 1 tsp = 4.5 mL 1tbsp =15 Ml 1L =1.06 qt TEMPERATURE °F = (°C × 9⁄5) + 32 °C = (°F − 32) × 5⁄9 °C = K − 273 K= °C
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The Imperial System is one of many things holding back the world from complete unison. The US is the only country now that hasn’t begun switching to the Metric System. The Metric System is more logical and is easier to use than the Metric System. It causes many problems with the rest of the world. The US should switch to the metric system because all units logically fit into each other and more countries use it than the Imperial System which forces car manufactures and maps to display both systems
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It’s a chair you can sit comfortably in‚ kick back and relax. Measurements The dimensions given in this project are in both imperial (inches) and metric (mm). Throughout the script‚ the imperial measurements are given first‚ followed by the metric measurements in brackets ( ). For example: 2" x 4" (100mm x 50mm). Note that most countries that use the imperial system generally call the smaller numeral first‚ for example: 2" x 4" (2 inches by 4 inches). Most countries that use the metric
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nigrosene (generically‚ a black dye made from oxidised aniline) was domestically procurable in the 1940s. Note that the above recipe uses potassium carbonate (potash) whereas the following recipe uses potassium bicarbonate‚ which is not potash. Imperial Measures are in brackets.Home-made shoe polish Neutral Colour Shoe Polish To make a neutral-colour‚ home-made shoe polish‚ you would need: Soap flakes 30 g (1 oz) Potassium carbonate 15 g (0.5 oz) (Obtain from chemist/pharmacist)
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This activity reinforces the ‘story’ of The Imperial to students‚ helping them to be more familiar with the key events and the people involved in the case study. What do your students know about? key events: Imperial’s Position slowly deteriorated why? 49-50‚ All option‚ Chapter 2.1 Very Important The Imperial: 1. Roger Williams established Imperial Hotel in 1906 at Mombasa‚ Kenya. 2. By 1920‚ the seaside hotel became very famous. 3. The hotel was an attractive 200-room property with a private
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IMPORTANCE OF STANDARD UNITS The system of measurements is very important in everyday life . In the past ‚ various systems of measurements were used. For example ‚ length was measured in units like foot ‚ yard ‚ chain and mile . Weight was measured in units like pound ‚ ounce ‚ kati ‚ tahil . Today ‚ many countries in the world use the same units of measurements . We say that they use standard units . The standard units used are the S.I. units . Under this system
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weight in pounds and ounces 3. Determine price per unit 4. Calculate total cost Input: Weight in pounds and ounces Price Output: Total_cost (real: > 0) Design Main Module Declare ItemName As String Declare Pounds As Float Declare Ounces As Float Declare PoundPrice As Float Declare UnitPrice As Float Declare TotalPrice As Float Get user input Find weight of item in pounds and ounces Determine the number of units Multiply units Display total End Main Module Input Data Module
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least 9 units of Vitamin 1 and 10 units of Vitamin 2. A pound of beef contains 10 units of Vitamin 1 and 12 units of Vitamin 2. A pound of grain contains 6 units of Vitamin 1 and 9 units of Vitamin 2. Formulate this as an LP problem to minimize the cost of the dog food. How many pounds of beef and grain should be included in each pound of dog food? What is the cost and vitamin content of the final product? Data: Cost per pound Vitamin 1 per pound Vitamin 2 per pound Beef 0.90 10 units 12 units Grain
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In the world of athletic competition‚ variations in equipment can greatly impact performance. For example over or under pumped balls can be detrimental to performance If you do not have the correct amount of air inside of the ball you could possibly blow a game which could end up costing you millions of dollars if you are a professional‚ and it could just all be because of the amount of air inside of the ball you are using. To test this theory‚ you can use a ball for the most popular and played sport
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Sa mga estudyanteng mahilig magsabi ng "HELLO SUMMER! diyan‚ be SPECIFIC. Baka ibang SUMMER iyan! Summer classes? SAKLAP </3 HAHAHA :)))) 1. A cylinder tank‚ diameter 1 feet and length of 6 feet is placed so that its axis is horizontal. How many pound of water will be used in filling it to a depth of 9 inches if water weighs 62.4lb. per cu. ft.? 2. The pyramidal tank shown in the figure has a square base 11.6 ft. on a side and an altitude of 14.8 ft. How many gallons of water are in it when
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Quadratic Applications KEY Part 1: Geometry Since area is a square unit‚ often quadratic equations must be used to solve problems involving area. Draw a picture to model each problem. Solve each using any of the following methods: factoring‚ graphing‚ or tables. Show all work. 1. The length of a rectangle is 7 meters more than the width. The area is 60 square meters. Find the length and width. Let x=width and x+7=width
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Formulas Calculations for Drilling‚ Production Work-over Norton J. Lapeyrouse and and Formulas and Calculations CONTENTS Chapter 1 1. 2. 3. 4. 5. 6. 7. 8. 9. 10. 11. 12. 13. 14. 15. 16. 17. 18. 19. Basic Formulas P. 3 Pressure Gradient Hydrostatic Pressure Converting Pressure into Mud Weight Specific Gravity Equivalent Circulating Density Maximum Allowable Mud Weight Pump Output Annular Velocity Capacity Formula Control Drilling Buoyancy Factor 12. Hydrostatic Pressure Decrease
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The manager of the Super Supermarket would like to be able to compute the unit price for products sold there. To do this‚ the program should input the name and price of an item and its weight in pounds and ounces. Analysis Process: 1. Display program title. 2. Prompt for item name. 3. Prompt for price of item. 4. Prompt for weight of item in pounds. 5. Prompt for weight of item in ounces. 6. Convert pounds to ounces then add it to input ounces. 7. Dived price total by ounces. 8. Display
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Hayley Smith Mrs. Huntowski PCA 3 November 2014 Teens Going Green Today’s teens are more wired up‚ plugged in‚ worldly and savvy than ever. Many care deeply about the threats facing our environment‚ and are committed to making a difference. But it’s not always easy to know exactly what to do to help our planet. One easy way to get started is by turning off your computer when you’re finished working or surfing. You’ll save an average of $90 worth of electricity per year. And if you want to save
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