

AMDM UNIT 1 Review
Presentation
•
Mathematics
•
12th Grade
•
Practice Problem
•
Medium
+9
Standards-aligned
Christina Meekins
Used 36+ times
FREE Resource
9 Slides • 17 Questions
1
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2
Fermi Problems
Fundamental Counting Principal
Scan the QR Code to the Right for a video tutorial
Or click this link to watch the video https://youtu.be/SEYFyHqLwTg
3
Fermi Problems help us to estimate large quantities by allowing us to use estimates to make an educated guess.
What assumptions can you make? or have been made? Use those values to multiply or divide as required.
4
Open Ended
How does estimation help to solve Fermi Problems?
5
Fill in the Blanks
Use a Fermi Estimate to approximate the answer to the question below using the provided assumptions.
How much air does someone breath in each day?
-It takes 5 breaths to breath 1 liter of air
-We breath on average 12 times per minute
Type answer...
6
Fill in the Blanks
Estimate the size of a crowd that is on both sides of a parade route 5 miles long and 4 feet deep, if each person occupies 2.2 square feet.
(Remember that 1 mile = 5,280 feet)
Type answer...
7
We use this to estimate large quantities by determining how many options we have for each letter or number in our identification value.
Count the number of options for each spot. Multiply the options together. This value is the total.
8
Fill in the Blanks
The Social Security number contains nine digits, if the form of 000-00-0000. How many different Social Security numbers can be formed using any numerals from 0 to 9?
Type answer...
9
Fill in the Blanks
Ten digit telephone number has a form (XYZ) - ABC-DEFG. In the particular state there are 4 possible area codes (404, 470, 678, and 607). The digit A is restricted to a number 2 through 8. The digits B and C can be any number but they cannot repeat. D,E,F, G have no restrictions. How many phone numbers are possible with these restrictions?
Type answer...
10
Weighted Averages are used to find an average when one category may be of more value than a number. We have used these in 3 ways analyzing grades, quarterback rankings, and batting averages.
https://youtu.be/bnG4wrBp0ao?t=328
11
Turn the percentage for each category into an expression. EX: Tests - 40% -> .4t
Add all the variables to set up an equation.
Substitute values from the problem and solve.
12
Fill in the Blanks
Tests - 30%
Quizzes - 20%
Classwork - 20%
Final Exam - 30%
Stan's test average is 72 and his quiz average is 80. If his classwork average is 86, then what will his grade in the class be if he gets a 70 on the final exam?
Type answer...
13
Fill in the Blanks
James worked for 12 consecutive days, earning an average wage of $160 per day as a contractor. During the first 6 days, James averaged $140 per day and his average wage for the next 5 days was $175. How much did he earn on the last day?
Type answer...
14
Write down the formula.
Substitute all missing variables.
Solve.
15
Multiple Choice
an average resulting from the multiplication of each component by a factor reflecting its importance.
alarm clocks modulus
weighted average
letterbox
pillarbox
16
Multiple Choice
A baseball players slugging average is a calculated by finding the weighted sum of the players at-bats. Singles are weighted 1, doubles are weighted 2, triples are 3, home runs are weighted 4 and all other outcomes are weighted 0. The weighted sum is then divided by the total number of at-bats.
Calculate this players slugging average:
8 singles
5 doubles
0 triples
2 home runs
40 at-bats
0.58
0.61
0.65
0.72
17
Fill in the Blanks
Calculate the Quarter back rating for Brett Farve
Attempts = 800
Completions = 400
TD = 59
INT = 8
Yards = 2500
Type answer...
18
We use tire ratios to determine how changing the size of our tires may affect the car's speedometer, odometer and gas mileage.
19
Determine the section width (w), the aspect ratio (a) and the rim height (r).
Formula for height: h=.04a(w)
Formula for diameter: d=2h+r
Formula for circumference.
20
Multiple Choice
Width
21
Multiple Choice
Aspect Ratio
22
Multiple Choice
height (in)
23
Multiple Choice
Diameter (in)
24
Multiple Choice
Circumference
25
Multiple Choice
Suppose you install new tires that are 1.12 times larger in circumference than the factory tires. When your speedometer reads 65mph, how fast are you actually going?
78 mph
58 mph
73 mph
65 mph
26
Multiple Choice
​

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