Font size
Worksheets01 Scientific Thinking Review
Total questions: 20
Worksheet time: 14mins
Each pizza at your party has 12 slices. Each person eats 4 slices. 25 people are coming to your party. What are the unit factors (check all that apply)
12 slices = 1 pizza
25 people = 1 party
4 slices = 1 person
1 pizza = 4 slices
4 pizzas = 1 party
How many seconds are there in one month of 31 days? Select all the unit factors you will need to solve the problem (select all that apply)
1 year = 12 months
60 seconds = 1 minute
60 minutes = 1 hour
365 days = 1 year
24 hours = 1 day
V = IR (voltage = current x resistance). Solve for R
R = I/V
R = V/I
V = IR
You perform an experiment with a car on a ramp. A string with a mass is tied to one end. You change the amount of the mass tied to the end of the string and measure the change in acceleration. Which variables go in which column of your data table?
Mass in column 1, acceleration in column 2
Acceleration in column 1, mass in column 2
Length of string in column 1, acceleration in column 2
You perform an experiment with a car on a ramp. A string with a mass is tied to one end. You change the amount of the mass tied to the end of the string and measure the change in acceleration. Which variables go in which axes of your graph?
Mass on x axis, acceleration on y axis
Acceleration on x axis, mass on y axis
Length of string on x axis, acceleration on y axis
You perform the Motion of a Battery-Powered Vehicle experiment. The column headings for your data table are Time (s) and Position (m). At 0s, the position is 0m, At 4.5s, the position is 15m. Using these two points, you calculate the slope. Which of these is the correct answer (two sig figs)
3.3
3.3 m/s
3.3 s/m
One US dollar = 6.80 Chinese yuan (as of 9-20). How many dollars is one yuan?
$6.80
$ 0.147
$ 1.00
y = kx. What happens to the value of y if x is tripled?
1/3 as much as before
3 times as much as before
Same as before, no change
y = k/x. What happens to the value of y if x is tripled?
1/3 as much as before
3 times as much as before
Same as before, no change
F = ma. F is ___ to m
directly proportional
inversely proportional
proportional to the square
inverseley proportional to the square
a = F/m. a is __ to m
directly proportional
inversely proportional
proportional to the square
inverseley proportional to the square
F=Gm1m2 / r2; F is ... of r
directly proportional
inversely proportional
proportional to the square
inverseley proportional to the square
The problem says: I = ΔV / R ; Substitute into P = IΔV. Your result will be
P = (R/ΔV) x ΔV
P = I ΔV
P = ΔV^2 / R
