Simplify
Scientific Notation
Exponential Growth
Exponential Decay
More Simplifying
100
Simplify. 100,987,123.240
What is 1?
100
Write in scientific notation: 8,000,000
What is 8.0 times 106?
100
You deposit $500 in a bank account with a 7% interest rate that is compounded yearly. Write a model for this situation.
What is A = 500(1.07)t?
100
You buy a car for $10,000. It loses value at a rate of 34% per year. Write a model to represent the car's value over time.
What is y = 10,000(0.66)t?
100
9x-3 divided by y-4?
What is 9y4 divided by x3?
200
(-7)-2
What is 1/49?
200
Write in decimal form. 7 times 10-1
What is 0.07?
200
You deposit $500 in a bank account with a 7% interest rate that is compounded yearly. How much money will you have in your account in 7 years?
What is $802.89?
200
You buy a car for $10,000. It loses value at a rate of 34% per year. How much will your car be worth in 12 years?
What is $68.32?
200
(x3)7
What is x21?
300
32 divided by 33
What is 1/3?
300
Write in scientific notation. 0.0000317
What is 3.17 times 10-5?
300
You deposit $500 in a bank account with a 7% interest rate that is compounded yearly. How much money will you have in 10 years?
What is $983.58?
300
You buy a car for $15,000. It loses value at a rate of 17% per year. Write a model to represent the car's value over time.
What is y = 15000(0.83)t?
300
(9x6)/y times (y2)/(x6)?
What is 9y?
400
8x2y-4
What is (8x2) divided by y4?
400
Solve and write the result in scientific notation. (1.2 * 107)(1.2 * 100)?
What is 1.44 * 107?
400
A population of 1,000 bacteria on the outside drinking fountain doubles in size every hour. Write a model for the situation.
What is y = 1000(2)t?
400
You buy a car for $15,000. It loses value at a rate of 17% per year. How much will it be worth in 3 years?
What is $8576.81?
400
(x7/3y4) times (3x2y2/xy)
What is (x8)/(y3)?
500
(2xy)2
What is 4x2y2?
500
Simplify and write the result in scientific notation. (3.4 * 10-4) divided by (6.8 * 10-3)?
What is 5 * 10-2?
500
A population of 1,000 bacteria on the outside drinking fountain doubles in size every hour. How many bacteria will there be in half a day?
What is 4,096,000 bacteria?
500
Is this an exponential growth or decay function? What is the growth or decay factor? y = 112(2/3)t?
What is decay and (2/3)?
500
(8x4y-2)/(2x3y3) times (3x2y7)/(2x-1)
What is 6x4y2?
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