1.1
1.2
1.3
1.4/1.5
Potpurri
100

9+3(5−1)

21

9+3(5−1)   Simplify inside the parentheses

9+3(4)  Multiply.

9+12   Add.


100

10^2

100

10*10= 100      Multiply

100

√49

7

100

Find the leading coefficient and degree

5y^2−5y−2

Coefficient: 5

Degree: 2

100

The direction PEMDAS goes 

What is left to right?

200

9−27÷3^2


6

9−27÷3^2    Simplify the exponent.

9−27÷9         Divide

9-3               Subtract




200

(2^2÷2^3)^4=

1/2^4 or 2^-4 or 1/16

(2^2-3)      Subtract exponents

(2^-1)^4     Multiple to 4

2^-1*4 

200

√400a4

20a^2

200

Factor the GCF

7x^3+5x^2

x^2(7x+5)

200

What type of polynomial is this:

5y-2

What is binomial?


300

4⋅3−10(−1)

22

4⋅3−10(−1)  Multiply

12+10        Add

300

2^4/(3a)^-2

2 to the power of four divided by (3a) to the power of negative 2 

144a^2

2^4/(3)^-2*(a)^-2 Distribute the ^-2

16*9*a^2     Put negative exponents from bottom to top

300

√169/√49

Square root of 169 divided by square root of 49

13/7 or 1.85

300

(2x−4)+(3x+5)

5x+1

300

√48

4√3

√16*3

√4^2*3

400

4+6z−4⋅4z

-10z+4

4+6z−4⋅4z     Multiply

4+6z−16z       Add or subtract like terms



400

((11n^2)^−2)m

m/121n^4

(11n^2)^-2m

(11)^-2*(n^2)^-2*m Multiple negative ^-2

m/11^2n^4    Put negative exponents on bottom


400

2√10+2√90

8√10

2√10+2⋅√9√10
2√10+6√10

400

(4a+5b)(4a−5b)

16a^2-25b^2

400

Distribute

3x(3x^2−5x−2)

9x^3-15x^2-6x

500

There is a mound of g pounds of gravel in a quarry. Throughout the day, 400 pounds of gravel is added to the mound. Two orders of 500 pounds are sold and the gravel is removed from the mound. At the end of the day, the mound has 1200 pounds of gravel.

Solve for g

1800

g+400−2⋅500=1200

500

Lebron James's net worth is:

$450,000,000

Write this in scientific notation

4.5 * 10^8

500

2/2+√3

2 divided by 2+√3

(4−2√3)

2/2+√3   Rationalize the equation

2(2-√3)/(2+√3)(2-√3)   Distribute

4−2√3/2^2−3      Simplify



500

Factor the trinomial

y^2−8y+16

(y-4)^2 or (y-4)(y-4)

500

FINAL JEOPARDY 

Factor as a sum or difference of two cubes

x^3−1

(x-1)(x^2+x+1)

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