Sig Figs
Scientific Notation
Definitions
Manipulating Equations
100

How many significant figures or digits are in the following:

0.000004568m

4

100

Express the following number in exponential form using scientific notation:

0.000328

3.28 x 10^-4

100

Define accuracy

The extent to which a measured value agrees with the standard value of a quantity. 
100

Solve for "s"

ay/x = cb/s

s= xcb/ay

200

How many significant figures or digits are in the following:

6.7 x 10^7kg

2

200

Write the following in "long form"

7.1957 x 10^-4

0.00071957

200

The degree of exactness to which the measurement of a quantity can be reproduced is what?

Precision

200

Solve for 't'

v = v0 + at

t = v-v0/a

300

Perform the calculation:

0.0065kg x 3.209kg

0.021 kg^2

300

What are the rules for exponents when moving the decimal?

If the exponent is positive, you move the decimal to the right

If the exponent is negative, you move the decimal to the left

300

What is an independent variable?

The variable that is changed or manipulated by the experiment.

300

Solve for 'v'

a = v/t

v = at

400

Perform the calculation

0.6444cm + 2.68cm + 0.27854cm

3.60cm

400

What are the rules for the exponents when multiplying or dividing in scientific notation?

Multiplying = adding exponents

Dividing = subtracting exponents

400
The variable that depends on the value of the independent variable is what?

Depenedant variable

400

Solve for 'd'

v^2 = v0^2 + 2ad

d = v^2 - v0^2 / 2a

500

List the sig fig rules

1. nonzero digits are always significant

2. all final zeros after the decimal point are significant

3. zeros between two significant digits are significant (sandwich rule)

4. zeros used as placeholders are NOT significant (leading and following zeros)

500

What are the steps when adding or subtracting using scientific notation?

1. Make sure the exponents are the same.

2. If exponents are not the same, moving the decimal to the left increases the exponent, moving the decimal to the right decreases the exponent.

3. Answer is in proper form, which is when the expression contains only ONE DIGIT to the LEFT of the DECIMAL.

500

Draw the graph form of a linear relationship, quadratic relationship, and inverse relationship.

Linear (straight line) Quadratic (U shape/parabola), inverse (opposites curved)

500

Solve for 'a'

d= 1/2at^2

a= 2d/t^2

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