Chemistry - Scientific Notation, Uncertainty, and Units of Measurement

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Last updated 1:44 AM on 10/26/25
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13 Terms

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Scientific Measurement Pledge

You must estimate one digit in all of your measurements for science

You can NOT estimate more than one digit

  • digit on the far right is the estimated digit

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Measurements

a quantity that has both a number and a unit

examples are:

  • height

  • age

  • temperature

3
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Uncertainty in Measurement

calculating uncertainty helps us know which digit is estimated

a digit that must be estimated is called uncertain

  • a measurement always has some degree of uncertainty

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Calculating Uncertainty

  1. figure out what each mark on the measuring tool represent

  2. take the number from step 1 and divide it by two

  3. The uncertainty of that measuring tool is ± the quotient 

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Meniscus

the curvature of liquid in a graduated cylinder

  • caused by capillary action

  • measure the bottom of the meniscus when calculating the volume of a liquid

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Water Displacement

the phenomenon where an object submerged in water pushes the water out of the way, causing the water level to rise

  • we can find an object’s volume by measuring the initial and final water levels in a graduated cylinder

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Scientific Notation

a method of representing very large or very small numbers

a number is written as the product of two numbers: a coefficient and 10 raised to a power

  • the coefficient is always a number greater than or equal to one and less than ten

  • the exponent is an integer (positive integer = indicates how many times the coefficient must be multiplied by 10) (negative integer = indicates how many times the coefficient must be divided by 10)

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Multiplying Scientific Notation

  • multiply the coefficients

  • add the exponents

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Dividing Scientific Notation

  • divide the coefficients

  • (exponent in the numerator) — (exponent in the denominator)

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Adding or Subtracting Scientific Notation

the exponents must be the same integer

  • to do this, rewrite the coefficient

  • example: (5.4×10³)+(8.0×10²) = (5.4×10³)+(0.80×10³)

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Units of Length

  • meters (m)

  • kilometers (km)

  • centimeters (cm)

  • millimeters (mm)

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Units of Volume

  • liters (L)

  • milliliters (mL)

  • cubic centimeters (cm³)

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Units of Mass

  • kilograms (kg)

  • grams (g)

  • milligrams (mg)

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