Chapter 6 Review Jeopardy Template

Exponents

Scientific Notation

Radicals and Rational Exponents

Exponential Functions (includes growth and decay)

$(4y^-3x^5)/(2y^-2x^3$

$(2x^2)/y$

Write 29800000 in scientific notation

2.98 x 10⁷

Rewrite and evaluate:

$root3 (-125$

-5

Evaluate the given function at the given value:

$h(t)=3*4^t x=-4$

3/64

$(2x^3y^5z)^2 (2x^2yz)$

$8x^8y^11z^3$

Simplify:

(2.32 x 10³) x (6.25 x 10⁶)

1.46 x 10¹⁰

Rewrite and evaluate:

9^5/2

$(sqrt(9))^5 = 3^5=243$

Graph the exponential function f(x) = 2^x

$(2^3x^2y^43z^12)^0$

$(6.0*10^-3)/(8.08*10^-2$

7.42 x 10^-2

Approximate without your calculator

$sqrt(60$

7.7

Bobby bought a new truck for $50,000, and it decreases in value by 15% every two years. What will the truck cost after 10 years.

y = 50,000 * .85^t

y = 50,000 * .85⁵

y = $22,185.27

$((4x^4y^3z^6)/(2x^2y^4z^2))^2$

$(4x^4z^8)/y^2$

Write 9.78 x 10^-8 in standard form

.0000000978

Rewrite and evaluate

(-8)^1/3

$root3(-8) = -2$

Graph the exponential function g(x) = (1/2)^x

$(3x^3y^2z^7)^2(2x^2y^3z^2)^3$

$72x^12y^13z^20$

Simplify:

(6.3 x 10²)⁶

6.25 x 10¹⁶

Rewrite and Evaluate:

$root3 (-64$

(-64)^1/3 = -4

A new species of bears have been found. Right now there is 500 of them. They are doubling every quarter of a year. How many bears will there be in 4 years?

y = 500 * 2^t

y = 500 * 2¹⁶

y = 32,768,000 Bears