Experimental Design
Accuracy vs Precision & Scientific Notation
Significant Figures
Metric Conversions
Dimensional Analysis & Density
100

This is a factor in the experiment that is deliberately changed or manipulated by the scientist. 

Independent Variable

100

True or False: A measurement can be precise but not accurate.

True

100

How many significant figures are in the number 0.00450?

3

100

How many milliliters are in 1 liter?

1000 milliliters

100

What is the first rule when solving dimensional analysis problems?

Write your given

200

What is the independent variable in an experiment where plant growth is measured with different amounts of water?

Amount of Water

200

Write this number using scientific notation: 67300000

6.73 x 107

200

When multiplying 2.34 by 6.7, how many significant figures should the answer have?

200

Convert 5 kilometers to meters.

5,000 meters

200

 What is the rule for significant figures for dimensional analysis problems?

Your answer should be the same number of sig figs as your given/starting value.

300

What is the dependent variable in an experiment testing the effect of sunlight on plant height?

Plant Height

300

Does the following data have low precision or high precision: 1.00 g, 1.5 g, 2.5 g, 0.5 g?

low precision

300

What is the correct way to round the number 3.987 to three significant figures?

3.99

300

2 decimeters to kilometers

0.0002

300

Convert 15 miles to kilometers using the conversion factor 1 mile = 1.609 kilometers.

24 km

400

Identify the independent and dependent variables in an experiment where different fertilizers are tested to see which produces the most flowers on a plant.

Independent variable: Type of fertilizer. 

Dependent variable: Number of flowers.

400

Write 3.2 x 10-5 without using scientific notation.

0.000032

400

Calculate the sum of 12.11 and 3.5 using the correct number of significant figures.

15.6

400

Convert 0.75 liters to milliliters.

750 milliliters

400

How many centuries are in 8,760,000 minutes?

0.167 centuries 

500

The variable that is the standard point for comparison.

Control


500

A student measures the boiling point. They calculate an average of 100°C in the experiment. The accepted temperature 101.2°C. What is the percent error for this data? Is it accurate?

1.19%, accurate

500

How many significant figures in the number 2.00370?

6

500

How many centimeters are in 2.5 meters?

250 centimeters

500

Calculate the density of a copper coin with the following knowns: Mass of Coin (g) = 25.0, Volume of coin (mL) = 10.5. Determine the density of the copper coins. 

2.38 g/mL