A company has 5,000 employees but has to decrease its staff by 2% every year due to budget cuts. Write an equation to model the staff reduction.
What is Y = 5,000 * 0.98x
200
Write 0.00276 in Scientific Notation
What is 2.76 x 10-3
200
(p-3)2
What is 1⁄p6
200
(4c⁄d2)2
What is 16c2⁄d4
200
(x5)0(x6)2
What is x12
200
The population of a town is 10,000 and is growing by 5% every year. Write an equation to model the growth.
What is Y = 10,000 * 1.05x
300
Write 4.82 x 10-5 in Standard Form
What is 0.0000482
300
3x2y-4
What is 3x2⁄y4
300
6r3⁄2r
What is 3r2
300
(-3x2)(3y3)(2y4)
What is -18x2y7
300
The newspaper has 50,000 readers but looses 10% of its subscriptions every year. Write an equation to model the declining subscriptions.
What is Y = 50,000 * 0.90x
400
Solve and Write your answer in Scientific Notation
(3 x 103) (9 x 104)
What is 2.7 x 108
400
Solve (2x5)(4x-4)
What is 8x
400
-50x5⁄10x3
What is -5x2
400
(3x2y3)3
What is 27x6y9
400
The population of a college is 4,000 and is growing by 12% every year. Write an equation to model the growth.
What is Y = 4,000 * 1.12x
500
Solve and Write your answer in Scientific Notation
(0.5 x 10-4) (0.8 x 10-3)
What is 4 x 10-8
500
(-2x3y4)3
What is -8x9y12
500
-16w6r3⁄4w2r
What is -4w4r2
500
(x3)3(x2)5
What is x19
500
The Ocean Township Park Ranger counts 100 deer. The number of deer doubles every year. The equation for this is Y = 100 * 2x How many deer will there be in 1 year and in 2 years?
What is 200 deer the first year and 400 deer the second year.