Find the y-intercept of y = 3(2ⁿ) y =

Find the y-intercept of y = 2ⁿ y =

Find the y-intercept of y = (1/3)ⁿ y =

Find the y-intercept,of y = 3ⁿ + 2 y =

Is the data set exponential? {(-3, 9), (-2, 12), (-1, 15), (0, 8)}

Is the data set exponential? {(0, 20), (5, 10), (10, 5), (15, 2.5)}

Is the data set exponential? {(4, 20), (8, 40), (12, 80), (16, 160)}

Is the data set exponential? {(50, 90), (30, 70), (10, 50), (-10, 30)}

Sports radio stations numbered 220 in 1996. The number of sports radio stations has since increased by approximately 14.3% per year. If the trend continues, predict the number of sports radio stations in 2015. Round to the nearest whole number. (answer in number only format)

Determine the amount of an investment if $500 is invested at an interest rate of 4.25% compounded quarterly for 12 years. (answer in number only format, round to the nearest cent)

Determine the amount of an investment if $300 is invested at an interest rate of 6.75% compounded semiannually for 20 years (answer in number only format, round to the nearest cent.)

The Greens bought a condominium for $110,000 in 2010. If its value appreciates at an average rate of 6% per year, what will the value be in 2015? (answer in number only format, round to the nearest dollar)

A piece of machinery valued at $25,000 depreciates at a steady rate of 10% yearly. What will the value of the piece of machinery be after 7 years? (answer in number only format, round to the nearest dollar)

A new car costs $18,000. It is expected to depreciate at an average rate of 12% per year. Find the value of the car in 8 years. (answer in number only format; round to the nearest dollar)

The population of Osaka, Japan, declined at an average annual rate of 0.05% for the five years between 1995 and 2000. If the population of Osaka was 11,013,000 in 2000 and it continues to decline at the same rate, predict the population in 2050. (answer in number only format)

During the 1990s, the forested area of Guatemala decreased at an average rate of 1.7%. If the forested area in Guatemala in 1990 was about 34,400 square kilometers, predict the forested area in 2015. (answer in number only format to the nearest hundreth)

Mr. and Mrs. Boyce bought a house for $96,000 in 1995. The real estate broker indicated that houses in their area were appreciating at an average annual rate of 7%. If the appreciation remained steady at this rate, what was the value of the Boyce's home in 2009? (answer in number only format, round to the nearest dollar)

Kyle saved $500 from a summer job. He plans to spend 10% of his savings each week on various forms of entertainment. At this rate, how much will Kyle have left after 15 weeks? (answer in number only format, round to the nearest cent)

Tiffany's mother bought a car for $9000 five years ago. She wants to sell it to Tiffany based on a 15% annual rate of depreciation. At this rate, how much will Tiffany pay for the car? (answer in number only format)

Zeller Industries bought a piece of weaving equipment for $60,000. It is expected to depreciate at an average rate of 10% per year. Find the value of the piece of equipment after 6 years (answer in number only format)

The population of New York City increased from 8,008,278 in 2000 to 8,169,730 in 2005. The annual rate of population increase for the period was about 0.4%. Predict the population of New York City in 2015 (answer in number only format)

2ⁿ=128

3³ⁿ⁺¹=81

5ⁿ=15,625

11ⁿ⁻¹=1331

3ⁿ=6561

7ⁿ⁻²=343

7³ⁿ=117,649

4ⁿ⁻³=32

9³ⁿ⁺³=6561

2ⁿ=512

(6⁵)/(6⁴)

(9¹²)/(9⁸)

(x⁴)/(x²)

(x³y²)/(x³y⁴)

(9x⁷)/(3x⁶)

x/(x³)

(12x⁵)/(36x)

(x⁴y³)/(x⁴y)

(x³y⁵)/(xy²)

(x⁷y²)/(x⁴y²)

(-21x⁵y²)/(7x⁴y⁵)

(32x³y²z⁵)/(-8xyz²)

(4x⁷/7y²)²

4⁻⁴

8⁻²

x⁻²

x⁻³

x⁻⁴

x²y⁻³

x³y⁻²

x²y³z⁻⁴

x²y⁻³z⁴

x⁻²y⁻³

(x/y)⁻¹

(x²/y²)⁻¹

(x³/y³)⁻¹

(x/y)⁻²

(x²/y²)⁻³

(2/3)⁻²

(4/5)⁻²

(3/4)⁻²

(3/4)⁻¹

(x³/x⁻⁶)

(x²/x⁻⁵)

x⁰

y⁰

x²y⁰

x²y³z⁰

y⁰

100⁰

(-99)⁰

x⁰(x⁴)(x⁻⁶)

(x⁻³)/(x⁴)

(x⁻⁴)/(x⁵)

(4x³/2x⁵)⁰

(x⁻⁵y⁴)/(z⁻²)

(15x⁶y⁻⁹)/(5xy⁻¹¹)

(48x⁶y⁷z⁵)/(-6xy⁵z⁶)

Simplify x²(x³)(x⁶)

Simplify x(x²)(x⁷)

Simplify (y²z)(yz²)

Simplify (y²z²)(y³z)

Simplify (a²b⁴)(a²b⁴)

Simplify (ab²)(a³b²)

Simplify (2x²)(3x⁵)

Simplify (5x⁷)(4x²)

Simplify (4xy³)(3x³y⁵)

Simplify (7x⁵y²)(x²y³)

Simplify (-5x³)(3x⁸)

Simplify (-2x⁴y)(-4xy)

Simplify (10²)³

Simplify (x³)¹²

Simplify (-6x)²

(-3x)³

(3xy²)²

(2x³y⁴)²

Simplify (-5x²y)(3x⁴)

Simplify (2ab²c²)(4a³b²c²)

Simplify (3xy⁴)(-2x²)

(4x³y)(-2x⁵)

(-15xy⁴)(-xy³)

(-xy)³(xz)

(-4x²y)²(-½xy²)

(0.2x²y³)²

(½xy³)²

(0.4x³)³

[(x²)²]²

[(x²)³]⁴

Find the area of a rectangle whose length is 6x²y⁴ and width is 3xy²

Find the area of a triangle whose base is 4x²y and height is 6xy³

Find the volume of a cube whose side length is 3x².

Find the volume of a rectangular prism whose side lengths are x³y, xy³, and y.