~DJ ’ S Facility~ William Wang Ann-Sharlin Ebeling Sung Joon Kim Da Jung Park.

Slides:



Advertisements
Similar presentations
KFCs proposal By: Yu Rim Hyung Rae Seong Min Chloe Chloe Yuan ke Yuan ke.
Advertisements

Lalor Park Public School- Site Analysis School Location: Western Sydney No of water users: 198 students 38 teachers and staff Rainfall: 16mm in September.
~DJ ’ S Facility~ William Wang Ann-Sharlin Ebeling Sung Joon Kim Da Jung Park.
Pertemuan ke-5. 1.A water tank is the shape of a rectangular prism having length 2m, breadth 75cm and height 500mm. Determine the capacity of the.
Main advices about water consumption
Unit 14 Volume, Sectors and Arcs Presentation 1Volume of Cube, Cuboid, Cylinder and Triangular Prism Presentation 2Mass, Volume and Density Presentation.
In Belgium: questions…at school… Teachers and pupils: Europaschool! How many times a day do you flush the toilet? How many glasses of water a day do you.
Fluids & Bernoulli’s Equation Chapter Flow of Fluids There are two types of flow that fluids can undergo; Laminar flow Turbulent flow.
Figures are taken from water aid website.. A Between 5-6 litres B Between 40 – 50 litres C Between 135 –140 litres a day ANSWER! BETWEEN LITRES.
Why do we need water? Water is probably the most important resource on Earth.We need water to grow and to stay alive. In fact, we could only live for.
Volumes Of Solids. 7cm 5 cm 14cm 6cm 4cm 4cm 3cm 10cm.
Water for health We all know that water is good for you but a lot of people don't know that not drinking enough water causes a number of problems such.
MarilynWebster Water Lesson 1 Learning outcomes To raise awareness that water is not always accessible to people To understand how we use water. To know.
The Water Hunt Answer the water related questions and discover the secret word.
Making Water Safe to Drink L.O. Water is essential for life and must be safe... Why do you think not every one has access to safe drinking water?
By: Sean F.. Solving Equations Finding VolumePercent Increase and Decrease Measure of angles and shapes Multiplying Fractions and Decimals
Volume Return to table of contents. Volume - The amount of space occupied by a 3-D Figure - The number of cubic units needed to FILL a 3-D Figure (layering)
Volume of Prisms & Cylinders Look at the three shapes I have and tell me what they have in common when one is trying to calculate the volume of these figures.
Unit 3: Geometry Lesson #5: Volume & Surface Area.
A trivia contest activity.. Just five drips per minute can waste _____ gallons in one year? A. 25 B. 79 C. 127 D. 263 D. 263.
Water.  Definition Total amount of fresh water that is used to produce the goods and services consumed by the inhabitants of the nation.  It can be.
Total Area & Volume.
Natalie Morrow 8.4. How much are we using each day? Overall storage level: 44.1%, weekly storage change : 2.4%, same time last year: 29.2%, average daily.
BLUE GOLD. Besides Water quality is getting worse and worse because of pollution In lots of countries there are huge difficulties to get drinkable water.
SAVING WATER By Sasha Meek, Kayla Krepelka & Sarah-Kate Bergstedt.
© Nuffield Foundation 2011 Nuffield Free-Standing Mathematics Activity Hot water tank: Formulae.
Density. Definition Density: The amount of matter in a certain volume. (How much matter is in a given amount of space.) Example: Each of the spheres in.
1 The width, height, and length of a box or rectangular prism can be different. If all three are the same, then the box is a cube. Rectangular Prism The.
KFC’s proposal By: Yu Rim Hyung Rae Seong Min Chloe Chloe Yuan ke Yuan ke.
Our Garden. The Problem We need to create a garden We need to create a garden We need to use different geometric shapes We need to use different geometric.
KFC’s proposal By: Yu Rim Hyung Rae Seong Min Chloe Chloe Yuan ke Yuan ke.
Whiteboardmaths.com © 2004 All rights reserved
CJ Developments Jin Ho Lee Jeong Eun Park Cara Leong Dang Wan Kim Caroline Poot.
Do Now: Calculate the volume of the shapes below: 8 cm 2 cm 1 cm 2 cm.
Sita Maya’s Story. This is Sita Maya She lives in a village in far western Nepal.
Education Some people are not educated and don't know that our water is being misused,because they are not being taught enough about how to save it. Some.
Water Usage survey – Co. Council In 2009, we were allocated an expected usage We exceeded it by 114,814.8 litres!!! In 2009, we used a total of.
Surface Area & Volume.
Check it out! : Volumes of Cylinders, Pyramids, and Cones.
S3 BLOCK 8 Area and volume 1. Volume I can find the volume of the following 3D shapes.  Cube  Cuboid  Cylinder.
The Water Bill Steps to tackle the task. Nia lives on her own in a flat in Wrexham, and is trying to manage her budget. She is currently paying £15.65.
CountrySwissJapanFranceGermany Netherland s Korea Amount of water(L) (A chart from Ministry of Environment of Korea)
Volumes Of Solids. 8m 5m 7cm 5 cm 14cm 6cm 4cm 4cm 3cm 12 cm 10cm.
Volumes Of Solids. 14cm 5 cm 7cm 4cm 6cm 10cm 3cm 4cm.
Calculating Density Recap the factors affecting density Formula for calculating density Practicing the calculations.
Water is precious, save it. We can use water for so many things like – washing clothes, bathing, cooking food, drinking etc. We are wasting so much of.
VOLUME Volume – the amount of space, measured in cubic units, that an object or substance occupies. object.
GCSE: Volumes and Surface Area
Water task By: Stella.
Volumes Of Solids. 8m 5m 7cm 5 cm 14cm 6cm 4cm 4cm 3cm 12 cm 10cm.
WATER HOME Each Drop Counts!!!.
Water in Ried im Innkreis
By: Yu Rim Hyung Rae Seong Min Chloe Yuan ke
2. QUIZE Save Water, Safe Water.
1) How often do you have a bath in a week?
Optimal Surface Area & Volume
Jeong Eun Park Cara Leong
Surface Area and Volume
Playing Cards and Solutions
Density is mass per unit volume.
Extreme Conservation Jillian Jasner 4 Fr.
Do-Now Find the area of a circle with a radius of 4. Round answer to the nearest hundredth. Find the volume of a sphere with a radius of 10. Round answer.
Designing Solutions Lesson 5 : Thinking Like a Designer
Volume.
Page 1.
Water.
Volume of Prisms and Cylinders
IMAGINE Find the area of the base, B, times the height
Water Facts Figures are taken from water aid website.
Measuring Volume.
Presentation transcript:

~DJ ’ S Facility~ William Wang Ann-Sharlin Ebeling Sung Joon Kim Da Jung Park

Water Usage The average usage of water per person in India is 140 Liters. It includes taking bath, washing dishes, drinking, and ect.

Table & Graph: ActivityAverage weekly use Litres used – per activity Bath280 per bath Flushing the toilet358 per flush Gravity shower735 per shower Power shower780 per shower Washing machine365 per wash Dishwasher425 Watering the garden1540 Washing car with bucket 1(4 buckets)8 per bucket = 32 litres Washing car with hose pipe

Things we can take OUT: -Washing Machine -Car Wash -Watering garden Because people don’t need these following things to live. Now the tables answer should be similar to the graph. (140 Liters per day)

~Calculations~ 140(±20) We set the uncertainty as 20 because we assume that adults and children uses different amount of water. 140*3*50=21000L 140*4*50=28000L 140*5*50=35000L And there are also some uncertainty between the families because every family can have different amount of people, some have 3 some have 4 or 5. Depending on how many people is in the family there will be a uncertainty of 140L, because each person uses 140L of water per day.

Uncertainty in percentage: 20/140*100=14% 140*4*50*14= We need L of water for two weeks. However Sung Joon found an information that 25% of their water usage is wasting. Therefore: /100*75= L L is the amount of water we will provide them. Calculations 1L=.003M^ L=294M^3 Volume 

~Grain Needs~ We found an information that says we need.25kg of rice everyday however, grains doesn’t not only include rice its every food. We need 2800 calories everyday and 200grams=300calories.

Grain Needs 2800/300*200=1.8kg We need 1.8kg of grains per person 1.8*4*50=360kg We multiplied by four because four is the medium of 3,4,5. It should be rare to have over five people in a family so we decided the range would only be from 3-5people per family. 360*14=5040kg

~Getting the Volume~ Volume=mass/density We got the equation by Mass=Density*volume Density=.577 Volume= 5040kg/577 Volume=8.7M^3

Investigating Shapes Shapes we can use? - Cube ( rectangular prism ) - Sphere - Cylinder

Decision Circle is the shape that we should choose, because it doesn’t have any edges therefore it provides the biggest area. However we can not choose sphere as our container even it gives the biggest volume because it can not be stabled, so cylinder would be a sensible choice.  Because the concrete is very expansive we need to make the cylinder higher and use less concrete to decrease the price.

Dimension, Water container Water Volume=294m^3 Grain Volume=8.7m^3 DiameterHeightTotal Cost 1m374.52m$ m93.63m$ m42m$

Dimensions for Grain DiameterHeightTotal Cost 1m11m $ m2.77m$ m1.23m$

~Decision~ Diameter over 1m should be all sensible because it is big enough for people to work in and it would be stabled enough. However for the water tank we might decide to have 4 or 5meter for the diameter because it is too high if we use 2meter for our diameter. 4meter, height=23.40m 5meter, height=14.98m Five meter is the one we would choose because it gives people enough space to work, even though it is more expansive but 23m is a bit too high, therefore we decided to have five meter for our diameter. Total Cost=$ Total Cost=$

Water storage Design Here is how our water tank will look like, it has 5m for its diameter and 15m of height. However the concrete part has been changed, it is 1m longer than the diameter to keep it more stabled. We also increased the amount of metal sheet on the bottom to 2 because we are storing water and we need thicker metals to hold it. Therefore we have a new cost: $

Grain storage Design We decided to have 2m for our diameter because 1m is too small for people to work in there, we wouldn’t want to go any bigger because the bigger our diameter is the higher the cost will be to construct the facility. For this facility we also decided to have some extra concrete therefore our new cost will be: $

Cost Our cost for our water storage is $ Cost for grain storage: $

Total Cost Our total cost for both facilities is $ We tried our best to keep the price as low as possible and keeping the facility safe, easy to use and construct.

Bibliography AnswerBag. 30 Nov Data Nov USwitch. 30 Nov Calories Per Day interview. 29 Nov