CHAPTER 1A The Quality of Our Water. 1A.1 Measurement and the Metric System Measurement When we perform experiments, we need to use some form of measurement.

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Presentation transcript:

CHAPTER 1A The Quality of Our Water

1A.1 Measurement and the Metric System Measurement When we perform experiments, we need to use some form of measurement. Measurements contain numbers and UNITS

All measurements involve some estimation Which ruler requires the most estimating?

Now lets try it…Measuring techniques WS in your packet

Guessing and measuring All measurements MUST have a number at the end (ONLY ONE) that is your guess between the lines! what we know guess between the lines 2.2 cm

Back to the WS…

Metric Base Units Mass = gram (g) Length = meter (m) Volume = (L) Time = seconds (s) Count, quantity = mole (mol)

Prefixes …can make the base unit smaller or LARGER Smaller LARGER Deci (d) 1/10 th smallerKilo (k) 1000 x LARGER Centi (c) 1/100 th smallerHecto (h) 100 x LARGER Milli (m) 1/1000 th smallerDeca (dk) 10 x LARGER

Worksheet: The Metric System

Metric conversions - To convert from one unit to another set up a proportional relationship between two equations. = 1.Start with set up above 2.Add units from the problem so that the top units on each side match and the bottom units on each side match. 3.Look at the two units and decide which the larger unit. Put a 1 in front of that unit on the left side of the set up. Use the cheat sheet to put a 10, 100, or 100 in front of the smaller unit on the left side. 4.Use the problem to fill in the right side. 5.Cross multiply and solve for X

Example Convert 15 m to cm 1.15 m = X cmAND1 m = 100 cm m = 1 m X cm 100 cm 3.(X)(1) = (15)(100) X = 1500 cm

Now you try it… Metric Conversion Worksheet (in your packet)

Now converting with a twist Convert 123 cg to mg…so what’s the twist??? Both measurements have prefixes … there are TWO prefixes … so you need to do TWO proportions First proportions to get to the BASE unit, the second to get to the GOAL unit!

Convert 123 cg to mg First conversion… cg = 100 cg X g 1 g 2.(100)(X) = (123)(1)X = 1.23 g Second conversion… g = 1 g X mg 1000 mg 2.(1.23)(1000) = (X)(1)X = 1230 mg

A.4 Water and Health Living things require a continual supply of water Humans must drink at least 2 liters (2 quarts) per day You can only live 5-10 days without water Throughout history clean water has been a necessity As populations increase clean water becomes everyone’sconcern

A.5 Water Uses Each day 15 trillion (15,000,000,000,000,000) liters of water fall on the US 10% is used by humans and the rest flows, evaporates and falls again The perpetual falling, flowing, evaporating, and falling (again) of water is called the water cycle or the hydrologic cycle. Water usage in the United States varies by region The average family of four uses about 1360 liters daily. This is about 360 gallons daily. This is considered direct usage. There are many more indirect uses of water.

A.6 Back Through the Water Pipes There are two sources of water for consumption: surface water and ground water Ground water collects in aquifers.

A.7 Where is the Earth’s Water? It exists in the solid state (ice and snow), the liquid state (rivers, streams, groundwater) and the gaseous state (water vapor in the clouds and atmosphere) 97 % is in the oceans 2.11 % is in glaciers and ice caps 0.62 % is in groundwater % is in lakes, % is in the atmosphere % is in rivers, streams, ponds, etc.