Sequences and Series
Polynomial and Rational Functions
Exponents and Logarithms
Algebra
application of functions
100

Arithmetic or Geometric?

3, 12, 48, 192, . . .

Geometric

100

If a polynomial function is an even degree, then its left and right end behaviours will both 'point' in the same y-direction

A. Always true

B. Somewhat True

C. Somewhat False

D. Always False

A. Always true

100

When you multiply two exponential terms what do you do with the exponents?

You add them

100

k+h-6

use k=7, h=8

9

100

Which term is the 'c' term in the following equation

-16x^2+18x+490

490

200

Find the 14th term

4, 9, 14, 19, . . .

69

200

Convert to rational form

1/x+2 +3

3x+7/x+2

200

Simplify

log 2+ log 23

log(46)

200

solve for k

-22-7k = k-6

k=-2

200

Mikey jumped off a cliff into the ocean. His height as a function of time could be modeled by the function h(t)=-16x^2+18x+490

How long did it take Mikey to reach maximum high?

.56

300

Find the 10th Term

12,72,432, . . .

725594111

300

Convert using long division

2x^2+12x+24/X^2+6x+9

x/(x+3)^2+2

300

Simplify and solve for x

log 9+ log 26- log 6=x

log(228)

x=2.36

300

Q=2, R=6, M=10

QR(M+M)^2


4800

300

Jack jumped off a cliff into the ocean. His height as a function of time could be modeled by the function h(t)= -16x^2+22x+840

What was the highest point that Jack reached?

685.62 ft

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