Scientific Notation
Systems of Equations
Adding and Subtracting Binomials
Multiplying Binomials
100

4,400,000 in scientific notation

4.4 x 10^6

100

y = 6x + 3

y = 2x + 4

(1/4, 9/2)

100

(5x + 4) + (5x + 3y)

10x + 3y + 4

100

(3n + 2) * (n + 3)

3n2 + 11n + 6

200

7.5 x 1012 in standard notation

7,500,000,000,000

200

6x − 5y = 8

−12x + 2y = 0

(-1/3, -2)

200

(a3 − 2a2) − (3a2 − 4)

a3 - 2a2 + 4

200

(2n + 3) * (2n + 1)

4n2 + 8n + 3

300

8.3 x 10-4 in standard notation

0.0008.3

300

x − 7y = − 11

5x + 2y = − 18

(-4, 1)

300

(−4k4 + 14 + 3k2) + (−3k4 − 14k2 − 8)

-7k4 - 11k2 +6

300

(5x − 2) * (5x − 8)

25x2 − 50x + 16

400

(8.6 x 1012) / (4.2 x 107)

2.3 x 105

400

2x + 3y = 20

7x + 2y = 53

(7, 2)

400

(8k + k2 − 6 ) − (−10k + 7 − 2k2)

3k2 + 18k − 13

400

(5x + 6) * (8x − 4)

40x2 + 28x − 24

500

(5.0 x 104) * (7.5 x 105)

3.75 x 1010

500

−2x + 10y = 2

5x − 25y = 3

No Solution

500

(14p4 + 11p2 − 9p5) − (−14 + 5p5 − 11p2)

−14p5 + 14p4 + 22p2 + 14

500

(8b − 1) * (5b − 5)

40b2 − 45b + 5

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