welcome to physics! 1.1 Mathematics and Physics

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welcome to physics! 1.1 Mathematics and Physics What is Physics? - study of energy, matter and how they are related - motion, energy of sound waves, electric circuits, etc Mathematics in Physics - use math to find quantitative solutions - does the answer make sense? 1

Practice Problems p 5 (1 4) 1) A light bulb with resistance of 50.0 Ohms is used in a circuit with a 9.0 Volt battery. What is the current through the bulb? Knowns Unknown Formula Practice Problems p 5 (1 4) 2) An object with uniform acceleration a, starting from rest will reach a speed of v in time t according to the formula v = at. What is the acceleration of a bicyclist who accelerates from rest to 7 m/s in 4 s? Knowns Unknown Formula 2

Practice Problems p 5 (1 4) 3) How long will it take a scooter accelerating at 0.400 m/s 2 to go from rest to a speed of 4.00 m/s? Knowns Unknown Formula Practice Problems p 5 (1 4) 4) The pressure on a surface is equal to the force divided by the area: P = F/A. A 53 kg woman exerts a force (weight) of 520 Newtons. If the pressure exerted on the floor is 32,500 N/m 2, what is the area of the soles of her shoes? Knowns Unknown Formula 3

SI Units - common units that everyone can understand BASE UNIT length - meter mass - kilogram time - second temp - Kelvin amount - mole current - ampere intensity - candela Scientific notation 1000000 = 1 x 10 6 0.000755 = 7.55 x 10-4 4

Metric conversions kilo means 1000 (10 3 ) hecto 100 to convert down multiply by 10 move decimal to right deka 10 1 meter, gram, liter, etc deci 0.1 to convert up divide by 10 move decimal to left centi 0.01 milli 0.001 connecting metric system and scientific notation 1 kilogram = 1000 g How many grams are in 7,235 kg? bookmark table on p 6 convert 646 nm to meters 5

Dimensional analysis 1) start with your known (include labels) 2) use conversion factors each consecutive factor has the previous numerator label in its denominator ex: 3 ft x 12 in 1 1 ft = 36 in Practice Problems: p 7 (5 8) 5. How many megahertz is 750 kilohertz? same: How many MHz is 750 MHz? can use DA or decimal movement 6

Practice Problems: p 7 (5 8) 6. Convert 5021 centimeters to kilometers. same: Convert 5021 cm to km. can use DA or decimal movement Practice Problems: p 7 (5 8) 7. How many seconds are in a leap year? Not metric, so need DA 7

Practice Problems: p 7 (5 8) 8. Convert the speed 5.30 m/s to km/h. not all metric, need DA Significant Digits 1) All non zero digits ARE significant 2) Zeros between sig figs ARE significant 3) Zeros to the left of non zero digits are NOT significant 4) Zeros to the right of a non zero digit are NOT significant unless a decimal point is present. ex: 500 has one sig figs ex: 500.0 has four sig figs ex: 0.00700 has three sig figs 8

Calculations with sig figs * adding and subtracting 1)perform the math, then 2) round to least detailed value ex: 1) 13.86 m + 2.4 m = 6.26 m 2) least precise is 2.4 (only to the tenths place) so answer needs to be rounded to the tenths place. 6.26 m rounds to 6.3 m *multiplying and dividing 1) perform the math 2) count the number of sig figs in each of the measurements. Use the lowest count for your answer. ex: 1) 409.2 km / 11.4 L = 35.894737 km/l 2) 4 sig figs 3 sig figs so answer needs 3. = 35.9 km/l 9

Practice Problems p 8 (9 12) 9a. 6.201 cm + 7.4 cm + 0.68 cm + 12.0 cm b. 1.6 km + 1.62 m + 1200 cm Practice Problems p 8 (9 12) 10a. 10.8 g 8.264 g b. 4.75 m 0.4168 m 10

Practice Problems p 8 (9 12) 11a. 139 cm x 2.3 cm b. 3.2145 km x 4.23 km Practice Problems p 8 (9 12) 12a) 13.78 g / 11.3 ml b) 18.21 g / 4.4 cm 3 11

1.2 Measurement Briefly: You ALWAYS have one uncertain value in a measurement. This is the one you estimate it is always the farthest right digit in a measurement. cm 0 1 2 3 4 5 6 7 8 9 10 0 0 1 2 3 12

1.3 Graphing Basics open to page 15 changes due to change of indep variable dependent variable goes here y axis value YOU change x axis independent variable goes here 1.3 GraphingBasics Be SURE to label the axes with labels and units Also, write in the numerical intervals on each axis (look at data to find the range) Mass (g) 13

1.3 Graphing Basics line of best fit length (cm) mass(g) Be sure to utilize "Problem Solving Strategies" boxes that are included in the text. They are VERY helpful. Aug 29 1:13 PM 14