Measuring Liquid Volume Temperature Density Observation Inference Quantitative Qualitative Review: 1. 2. 3. 4. Everything is made of _________________. Matter ________________ is described as anything that Matter has volume and mass. Volume is The ___________________________. amount of space an object takes up Volume can be measured in two ways Direct measurement w/ ruler (cm3) 1. _____________________________________ Water displacement (mL) 2. _____________________________________ Review: 5. 6. Length _________, You need the _________, ________ width Height of a solid regular object to find volume. 1 1mL equals ______ cm3 . Look at the Sheet with the 3 lines Using the cm or mm side of the ruler measure each line to the nearest mm. Put the first line of the cm side at the end of the line on the paper. Measure how long the line is The line is 7.7 cm long If you can convert your cm to mm like this 7.7 cm = 77 mm What is the length of each line? Measure in cm and mm 154 15.4 1. ____________cm ____________mm 6.1 61 2. ____________cm ____________mm 19.2 192 3. ____________cm ___________mm Measuring Area Measure the area Convert the cm to mm and in cm. find the new area. L W A L W A 1. 2. 36 4140. 11.5 3.6 41.4 2.7 6.5 17.82 27 65 1782 7.29 27 27 729. 3. 2.7 2.7 115 Practice converting these Lengths 1. 17.4 cm or 1.4 cm 2. ______ 3. 9.5 cm or 14 mm 95 mm or ______ 5.1 cm 4. ______ 5. 12.7 cm 174 mm ______ or 51 mm 127 mm or ______ 2*2*4 =16 cm3 1*1*4 =4 cm3 2*6*4 =48 cm3 4*2*3 =24 cm3 HW Reading a Metric Ruler How many cm mm 90.5 905 39.7 397 22.1 221 82.5 825 HW Reading a Metric Ruler How many cm mm 67.9 679 87.1 871 32.3 323 44.1 441 Liquid Volume & Volume of Irregular objects 1mL 2mL .2 mL .5mL 25 mL 36 mL 5.4 mL 14 mL Read the Glassware Lab Station Maximum Measurement Minimum Measurement Volume of water B. 100 mL 100 mL <100 mL C. 225 mL 25 mL 150 mL D. 100 mL 1 mL 84 mL E. 500 mL 500 mL <500 mL F. 200 mL 25 mL 135 mL G. 10 mL .2 mL 3.8 mL H. 50 mL 1 mL 41 mL Station Maximum Measurement Minimum Measurement Volume of water I. 1,000 mL 50 mL 552 mL J. 25 mL 25 mL < 25 mL # of the block Mass of block g 1 2 7 9 46 128.2 18.5 9.5 to 13 Order from most to least dense 2 1 3 4 - 2 1 7 9 Explain why you were able to order the blocks by density even though you only knew the mass. You can use mass to organize the blocks because the volume is the same for all blocks. See an example… Blocks 1,2,7,9 all have a volume of 17.6 g/cm3 so block two’s density is 128 / 17.6 = 7.28 and block nine’s density is 9.5 / 17.6 = .5 Only the mass changes so you can organise the density by looking at only mass. K H Da Base D 25.6 1. 256 m = _____________ dam 2. 97.25 cm = _____________ mm 972.5 3. 952 dag = _____________ 9,520. g 4. .574 m = _____________ mm 574. 5. 5.287 dL = _____________ .05287 daL C M K H Da Base D 785,300. m 6. 785.3 km = _____________ 7. 84.363 L = ____________ 843.63 dL 8. 872 hm = _____________ 87,200,000 mm 9. 95,824 dam = ___________ 9,582,400 dm 10. 8.26 kL = _____________ dL 82,600 C M 6 mL 12 60 mL 30 3.2 mL 4 mL mL mL 1.6 .4 4 mL mL mL 3.4 2.66 1.5 mL mL mL 4.5 mL 8 mL 5.2 mL Practice with Liquid Volume 3 30 mL mL 18 mL .8 mL 15 mL .6 mL 3.8 1.6 mL mL 2 12 mL mL Finding Solid Volume Through Water Displacement 7 mL 38 mL 33 mL 20 mL 40 mL 40 – 20 = 20 mL water and 20 mL rock Place a known quantity of water in the GC. Add object calculate change in water level. Change in the mass of the object. 4 mL 13 mL 9 mL .4 mL 5 mL 3 mL 4 mL 1 mL 1.8 mL 8 mL 4 mL 16 mL 3 mL 9 mL Temperature Measure of the average Kinetic Energy of the particles in a sample of matter What is Kinetic Energy? The energy of motion. The units of Temperature What Units are used in the US? Fahrenheit Fo Creator: Daniel Fahrenheit What units are used in most of Europe? Celsius Co Creator: Anders Celsius What is the Celsius scale based on? What units are used by scientists? Kelvin K Why is Kelvin not in degrees? Kelvin Developed by Lord Kelvin in the mid 1800’s What happens at absolute zero? Absolute Zero is the lowest temperature. It is the place where all atomic motion stops. What Countries still use Fahrenheit? USA Burma Liberia Jamaica Belize Fill in the table. Conversion Formulas C to F O F = ( 9/5 X C ) + 32 F to C O C = 5/9 X ( F - 32 ) C to K K = OC + 273 K to C O C = K - 273 Hint: 9/5 = 1.8 & 5/9= .556 Fill in the table using the formulas. Temperature Scales Fahrenheit OF Water Boils Body Temperature Room Temperature Water Freezes Celsius OC Kelvin K 212 100 373 98.6 37 310 68 20 293 32 0 273 Comparing the Scales 1. “The weather forecaster predicts that today’s high will be 70 o .” Fahrenheit Which scale is being used? ____________ oC 21.1 On the Celsius scale? ___________ 294.1 K On the Kelvin scale?____________ Comparing the Scales 2. “It was so cold yesterday that the temperature only reached 275!” Kelvin Which scale is being used? ____________ oC 2 On the Celsius scale? ___________ oF 35.6 On the Fahrenheit scale?____________ Comparing the Scales 3. “Today’s temperature of 42o in Chicago set a record high for the month of August. Celsius Which scale is being used? ____________ 315 K On the Kelvin scale? ___________ oF 107.6 On the Fahrenheit scale?____________ Temperature Homework Celsius Fahrenheit 212 Kelvin 1. 100 373 2. 0 (freezing point) 32 273 3. 37 98.6 310 4. -273 -459 0 (absolute zero) 5. 20 68 293 6. 12 53.6 285 7. -11.1 12 262 8. 9. -261.1 30 -437.8 86 12 303 Celsius Fahrenheit Kelvin 10. -1.1 30 272 11. -243 -405 30 12. 50 122 323 13. 10 50 283 14. -223 -369 50 15. 75 167 348 16. 23.8 75 297 17. -198 -324 75 Temperature Homework Celsius Fahrenheit Kelvin 18. 120 248 393 19. 148 300 422 20. 26.8 80.3 300 21. Temperature: Average kinetic energy of the partoicles in a substance. 22. Absolute Zero: All Kinetic energy in a substance is gone. Temperature where all atomic motion stops. The numeric value is 0 K. Metric Conversions illi enti eci eca ecto ilo Base units K H Da B D C M Base units are Meters, Liters, Grams, Watts, Newtons, and any other units we learn this year. K H Da B D C M Kyle Hates Dates Because Dates Cost Money K H Da B D C M Let’s look at a metric ruler… How many meters are in a meter? 1 How many decimeters are in a meter? 10 How many centimeters are in a meter? 100 How many millimeters are in a meter? 1000 K H Da B D C M Let’s look at a metric ruler in the other direction… How many meters are needed to make a decameter? 10 How many meters are needed to make a hectometer? 100 How many meters are needed to make a kilometer? 1000 K H Da B D C M 47424.6mL= _____________hL .474246 Put your finger on the units that you are given which are mL. Move your finger left to hL, and count the number of moves. Five to the left. Move the decimal the name number of places in the same direction. K H Da B D C M 5.0342 kL= _____________L 5034.2 Put your finger on the units that you are given which are kL. Move your finger left to L, and count the number of moves. Three to the right. Move the decimal the name number of places in the same direction. 1. 2. 3. 3.77 9.2 0.037 3770mL =_________L 9200L = _________kL 37g = ___________kg 4. 5.13 kL 5130L =________ 5. 6. 32.4 6.3 3240mg = ________dg 6300m = ________km 7. 8. 9. 23.044daL=_______ 24.9kg ___________ g 430000g= ________hg 24,900 4,300 230,440mL 10. 11. 12. 1.5733 412L = _________ 157.33cm= _______m 412,000 mL 230 L= __________kL .23 13. 14. 15. 0.021 7.2983 1,230 210mL= ________daL 7298.3mL= _______L 1.23dam= _______cm 16. 17. 18. 5,200 165,000 2.3 520L= __________dL 165m= _________mm 230cm= __________m 19. 417,000 417km = ________m 20. 21. .0072344 281,000 723.44mg= _______hg 281 m= _________mm Metric Conversion 1. 256 m = ___________ dam 25.6 11. 36 mm = ___________ cm 3.6 2. 97.25 cm = ___________ mm 972.5 12. 857 cm = ___________ mm 8,570 3. 952 dag = ___________ 9,520,000 mg 13. 8.52 mg = ___________ .00852 g 4. .574 m = ___________ cm 57.4 14. 975 hm = ___________ 9,750,000 cm 5. 5.287 dL = ___________ mL 528.7 15. 9,824 cm = ___________ m 98.24 6. 785.3 km = ___________ 785,300 m 16. 74.21 cm = __________ .07421 dam 7. 84.363 km = __________ 843,630 dm .000254 17. .254 g = ___________ kg 8. 872 km =872,000,000 ___________ mm 18. 96 mm = ___________ .00096 hm 9. 95,824 dam = 9,582,400 _________ dm 19. 12.5 cm = ___________ m .125 10. 8.26 kL = ___________ 82,600 dL 20. .85 mL = ___________ .00085 L Metric Conversion 21. 86 g = __________ mg 31. .24 mg = __________ kg 22. 87.2 mm = __________ cm 32. 7.4 kL = __________ L 23. 1 dm = __________ cm 33. 874 m = __________ cm 24. 973.5 cm = __________ dL 34. 1 hm = __________ km 25. .534 cm = __________ m 35. 8.412 mg = __________ dg 26. 984 g = __________ kg 36. 68.2 mg = __________ g 27. 8.64 dam = __________ hm 37. 8.5743 cm = __________ km 28. 64.3 mL = __________ L 38. 95,870 dam = _________ mm 29. 8.47 km = __________ m 39. 547 kL = __________ mL 30. 74,201 mm = __________ km 40. 6.5 km = __________ hm Finding Density Density is the ratio of the mass of the substance to the volume of the substance at a given temperature. Density has units of g/ cm3 or g/mL for liquids and solids. Density Worksheet M D V Density Calculations Worksheet I 1. Find the unknown quantity A) D= 3 g/mL V=100mL M= ? B) D= ? V= 950 mL M= 95 g C) D= 0.5 g/cm3 V= ? M= 20 g M= D * V D= M/V V= M/D 3 * 100= 95 / 950= 300 g = .1 g/mL 20 / 0.5 = = 40 cm3 2. Find the unknown quantity (CONVERT FIRST to g or mL) A) D= 24 g/mL B) D= ? V=1.2L= V= 100 mL ____________mL M= 1.5 kg 1,200 M= ? ____________ g 1,500 M= D * V 3 * 100= 300 g C) D= ? V= 0.52 L __________mL 520 M= 500 mg ____________g .5 D= M/V 1,500 / 100= D = M /V = 15 g/mL .5 / 520 = = .00096 g/cm3 WORD PROBLEMS 2. Mercury metal is poured into a graduated cylinder that holds exactly 22.5 mL. The mercury used to fill the cylinder weighs 306.0 g. From this information, calculate the density of mercury. D = M = 306 g = 13.6 V 22.5 mL g/mL 1. A block of aluminum occupies a volume of 15.0 mL and weighs 40.5 g. What is its density? D = M = 40.5 g = 40.5 g = 2.7 V 15 mL 15 cm3 g/cm3 3. What is the weight of the ethanol that exactly fills a 200.0 mL container? The density of ethanol is 0.789 g/mL. M = DxV = 0.789 g/mL x 200 mL = 157.8 g 4. A rectangular block of copper metal weighs 1896 g. The dimensions of the block are 8.4 cm by 5.5 cm by 4.6 cm. From this data, what is the density of copper? (hint: find the volume of a block first) V = L x W x H = 8.4 cm x 5.5 cm x 4.6 cm = 212.52 cm3 THEN D = M = 1896 g V 212.52 cm3 = 8.92 g/mL 5. What volume of silver metal will weigh exactly 2500.0 g. The density of silver is 10.5 g/cm3. V = M = 2500 g D 10.5 g/cm3 = 238.1 cm3 6. Find the mass of 250.0 mL of benzene. The density of benzene is 0.8765 g/mL. M = DxV = 0.8765 g/mL x 250 mL = 219.13 g 7. A block of lead has dimensions of 4.50 cm by 5.20 cm by 6.00 cm. The block weighs 1587 g. From this information, calculate the density of lead. V = L x W x H = 4.5 cm x 5.2 cm x 6 cm = 140.4 cm3 D = M = 1587 g V 140.4 cm3 = 11.3 g/cm3 8. 28.5 g of iron shot is added to a graduated cylinder containing 45.50 mL of water (V1). The water level rises to the 49.10 mL (V2) mark. From this information, calculate the density of iron. V = V2 – V1 = 49.1 – 45.5 = 3.6 mL = 3.6 cm3 D = M = 28.5 g V 3.6 cm3 = 7.92 g/cm3 1. A Silver-colored coin has a mass of 18.9 grams and a volume of 1.12 mL. Is the coin pure silver? (Hint: The density of silver is 10.5 g/mL.) Work D=M V Answer 18.9 1.12 16.9 g/mL No 2. What volume would a 0.871 gram sample of air occupy if the density of air is 1.29 g/L? Work V=M D Answer .871 1.29 .68 L 3. Pumice is volcanic rock that contains many trapped air bubbles. A 225 gram sample occupied 236.6 mL. 1. What is the density of pumice? 2. Will pumice float on water? The density of water is 1.0 g/mL.) Work Answer D=M V 225 236.6 1. .95g/mL 2. yes 4. A cup of sugar has a volume of 237 mL. What is the mass of the cup of sugar if the density is 1.59 g/mL? Work M= D * V Answer 237 * 1.59 376.8 g 5. Which has the greater mass, 1 liter of water or l liter of gasoline? The density of water is 1.00 g/mL and that of gasoline is approximately 0.68 g/mL. Work Answer M= D * V 1 * 1 = 1 g/mL 1 * .68 = .68 g/mL Water has more density 6. A crumpet recipe calls for 175 grams of flour. According to Julia Child's data, the density of flour is 0.620 g/mL. How many mL of flour are needed for this recipe? Work V=M D Answer 175 .620 282.25L 7. A sample of lead is found to have a mass of 32.6 g. A graduated cylinder contains 2.8 mL of water. After the lead sample is added to the cylinder the water level reads 5.7 mL. Calculate the density of the lead sample. Work Answer D=M V 32.6 2.9 11.2 g/cm3 8. From their density values, decide whether each of the following substances will sink or float when placed in sea water, which has a density of1.025 g/mL. Place an S on the line if it sinks and an F on the line if it floats. Float B. Asphalt l.2 g/cm3 __________ Sink A. Gasoline 0.66 g/mL ________ Float Sink C. Mercury 13.6 g/mL __________D. Cork 0.26 g/ cm3 __________ Float F.Plastic Bag .88 g/ cm3 ________ Float E. Distilled water 1 g/mL ______ Observation Inference Observations vs. Inferences Observations: Something that you experience with your 5 senses Inferences: a statement, conclusion or reflection Quantitative: an observation that is expressed using numbers Qualitative: An observation that is described in terms of the qualities of the object (made using 5 senses) REMEMBER! Observations must be specific and accurate, not relative, so that it means the same to everyone. Example: Qualitative observations – Incorrect - the burning bag smelled nasty Correct - the burning bag smelled similar to rotten eggs Example: Mr. Jones has blue eyes Quantitative observations Example: Mr. Jones has two eyes Inference – Example: you leave the movie theater and see the ground is wet so you infer that it rained. Obs. Inf. Obs. Obs. Inf. Inf. The ice cream in the freezer was melted The lights in the house go out during a thunderstorm. Water is splashing down the window. Using what you just learned! On the next slide there is a photo. Use the photo to make. . . inferences observations qualitative observations quantitative observations What do you think? Review For the Intro to Science Quiz Read the Ruler in cm & mm! 59.9 cm 599mm 54.9 cm 549 mm 79.7 cm 797 mm 46.5 cm 465 mm Fill in the Formulas for a rectangle Side + Side + Side + Side Perimeter= ____________________ Length * Width Area =________________________ Length * Width * Height Volume: ______________________ W L Shape 1 H Shape 1 200 mm L= 20 cm _________ 50 mm W= 5 cm __________ 60 mm H= 6 cm __________ 52 P= __________ cm Shape 2 22 dm L= 2.2 m _________ W= .6 m __________ 6 dm H= .5 m __________ 5 dm 54 P= __________ dm 1.1 or 1.32 2 A= __________m 660 3 V= ___________dm W L A= __________cm 100 or 120 2 Shape 2 H 3 600,000 V= ___________mm Metric Conversion K H Da Base 1. 86 g = _____________ mg 86,000 2. 87.2 dam = _____________ dm 8,720 1,776,000 mm 3. 1,776 m = _____________ 4. 73.5 cL = _____________ dL 7.35 .22534 5. 22.534 cm = _____________ m 6. 984 g = _____________ kg .984 7. 48.647 kg = _____________ dag 4864.7 D C M Temperature Review Celsius 1. 2. 6.67 Kelvin 44 279.81 168.8 76 3. 246.85 4. 31.1 36.85 5. Fahrenheit 476.33 349 520 88 304.1 98.33 310 Average KE of particles in a substance What is temperature? ______________________________________ O C is the What is the difference between 0 oC and 0 K? _________________ Freezing point of water but 0K is where atomic motion stops. _______________________________________________________ Review Liquid Volume Always read meniscus down. 3 1 1mL = _____cm The density of water is 3 1 _______g/cm 58 mL 33 mL 14.5 mL Explain how you would find the volume of the rock. Place water in the 6mL 7 mL Rock’s volume = 1mL Graduated cylinder Measure the water Place object in the water Measure level of water and object Subtract water from total The difference is the volume of the object 5.6 - 4.8 = .8 mL 38 - 32 = 6 mL 5 – 3.4 = 1.6 mL 69 – 65 = 4 mL What is the formula for Volume? Length * Width * Height V = L * W * H What is the formula for density? M D= M / V M= D * V V= M / D D V Density Review Volume (cm3) Mass (g) 1. 12 2. 8 3. 2 30 5. 19 6 0.5 500 4. Density (g/cm3) 10 16 50 1.36 22 4.75 4 does not effect density How does sample size relate to density? Size _______________________ Slope is the density How does slope relate to density? ____________________________ The steeper the slope the higher the density…. _______________________________________________________ Observations vs. Inferences Observations: Something that you experience with your 5 senses Inferences: a statement, conclusion or reflection Quantitative: an observation that is expresses using numbers Qualitative: An observation that is described in terms of the qualities of the object (made using 5 senses) Make observations & inferences about this photo. Are they Quantitative or Qualitative? E Density = ___________ 4 g/cm3 Sink The Density of 5 Samples of Matter 2 g/cm3 Sink D Density = ___________ 3 1 g/cm Sink/Float C Density = ___________ .75 g/cm3 Float B Density = ___________ MASS (g) .5 g/cm3 Float A Density = ___________ VOLUME (cm3) Reading a Metric Ruler How many cm mm 90.1 901 82.9 829 18.9 189 88.7 887 77.1 771 Quiz Friday Using / reading a metric ruler Perimeter, Area, Volume of rectangles Temperature conversions Temperature scales- Fahrenheit, Celsius, Kelvin Define: Temperature & Absolute Zero Metric Conversions: Know what the Meter, Liter and Gram measure. Density Reading a Graduated Cylinder Using a graduated cylinder to measure the volume of irregular solids Quantitative & Qualitative Observations & Inferences Lab Skills Review Lab 1. Which pieces of lab equipment would be useful for pouring liquids? Beaker or Graduated Cylindar 2. Which pieces of equipment are measuring devices? Give examples… 3. What are some uses of the other items that are nonmeasuring devises? Microscope, Scissors, Goggles, Hand Lens, maybe Graph Paper 4. Which piece of equipment will protect your eyes from splashes of liquid, shattered glass and flying chips of rock? Goggles Tool Temperature of a liquid Thermometer Units oC Mass of an object Triple Beam Balance Grams Duration of an event Timer Sec. Length of an object Ruler cm Volume of a liquid Graduated Cylinder mL Volume small regular solid Volume large regular solid Volume irregular solid Ruler cm3 Meter Stick m3 Graduated Cylinder mL Density: is the ratio of the mass of an object to its volume 8. A kilogram of rocks and a kilogram of feather (finch) have the same mass, but the rocks take up less space. The rocks are said to be denser than the feathers. What instruments would be needed to determine the density of a small pebble? Balance and ruler or Graduated cylinder. Describe the procedure you would use to find the density. Mass item, measure volume, divide. What is the formula for density? D = M / V What Should we learn? Mass (g) The Density of Galena 9 8 7 6 5 4 3 2 1 0 4 8 12 16 20 Volume (cm3) 24 28 32 How does sample size relate to density? E Density = ___________ 4 g/cm3 Sink The Density of 5 Samples of Matter 2 g/cm3 Sink D Density = ___________ 3 1 g/cm Sink/Float C Density = ___________ How does slope relate to density? .75 g/cm3 Float B Density = ___________ MASS (g) .5 g/cm3 Float A Density = ___________ What kind of items would sample size E & A represent? VOLUME (cm3) Density of objects lab Aluminum Bar A Cube B Cube Steele Sphere Glass Sphere MASS (g) VOLUME (cm3) DENSITY (g/cm3) 33.2 5 5 8.5 2.9 11.25 1.7 1.7 2 2 2.95 2.94 4.25 1.45 •Which item has the highest density? Steel Sphere •Which item has the lowest density? Glass Sphere •Which of the two cubes had the highest density? Both very close •Using the information in the chart above. What metal do you think cube A is made of? Aluminum Cube B? Aluminum •Look at the data you have on the bar and the cubes. Does the density of an item change with An increase in volume? No MASS (g) VOLUME (cm3) DENSITY (g/cm3) ________ 3.9 2 1.95 Rock ________ 5.1 2 2.55 Rock ________ 5.9 2 4.22 Rock •What effect does the shape of the rock have on density? No effect •The rocks above make up much of earth’s crust. Using this information what is the approximate density of earth’s crust? About 2.9 g/cm3 •Assume that a plastic bottle is heated and its volume expands but its mass stays the same. What will happen to its density? Decrease Density of Water 1. 2. 3. 4. 5. 6. 7. Mass the cylinder Place 50 mL of water into the cylinder Mass the water and cylinder (Cylinder + water) - cylinder = water So v = 50 cm3 And m = 49.1 g 49.1 / 50 = .98 g/ cm3 Very close to the true density of 1 g/cm3 Substance Cube # Mass Volume Density S or F Acrylic Aluminum Brass Copper Oak Pine Polypropylene 1 2 5 3 8 9 7 18.1 44.0 136.9 143.1 13.1 7.8 14.0 15.6 15.6 15.6 15.6 15.6 15.6 15.6 1.2 2.8 8.7 9.1 0.80 0.50 0.90 S S S S F F F PVC Steel 6 4 22.5 126.1 15.6 15.6 1.44 8.1 S S * Look back to the last page how do your densities compare to the ones listed on the front. If they are all similar explain what steps you took to ensure accuracy. If they are very different explain what you could do in the future to ensure accuracy. * Look at your predictions for floating and sinking. Using the densities you calculated how can you be certain that an object will float or sink in water based on its density alone? Type of substance: Acrylic Mass (g) One block Both blocks 18.1 36.4 Volume (cm3) Density (g/cm3) 15.6 31.2 1.2 1.2 DENSITY OF ACRYLIC BLOCKS 35 30 MASS (g) 25 20 15 10 5 0 18.1 36.4 VOLUME (cm3) Sink or float? S S As volume increases mass _______________. As volume decreases mass __________________. As the mass and volume of a substance increase, the density of that substance ____________________. Look at the slope of the line. What does the slope represent? __________________________ What do you predict would happen to density if there were three blocks? _____________________ Measuring Liquid Volume Quiz Help Step 1 Work out what it counts by… Let’s focus on the distance between the two numbers… 59 58 57 56 55 54 53 52 51 See how there are 10 lines between 50 and 60 ? It must count by 1 mL… 59 58 57 56 55 54 53 52 51 Step 2 Now we read the water level. Because it counts by 1mL and we don’t guess the answer must be a whole number. Look at where the meniscus is 59 58 57 56 55 54 53 52 51 56 mL Step 1 again. Work out what it counts by… Let’s focus on the distance between the two numbers… 3.9 3.8 3.7 3.6 3.5 3.4 3.3 3.2 3.1 See how there are also 10 lines here between 3 and 4? It must count by .1 mL… 3.9 3.8 3.7 3.6 3.5 3.4 3.3 3.2 3.1 Step 2 again 3.9 3.8 3.7 3.6 3.5 3.4 3.3 3.2 3.1 Now we read the water level. Because it counts by .1mL and the answer must be a whole number with one decimal point. Look at where the meniscus is Must be 4.3 mL