Double Jeopardy Algebra II - Teagen McAllister

Radicals

100

-20=-2sqrt(17p-2)

{6}

200

sqrt(5-x)=sqrt(-3-x)

{-4}

300

9sqrt(x/5)=18

{20}

400

sqrt(95-7r)=n-2

{10}

500

sqrt(6a+1)=-3-sqrt(3a-8)

no solution

Exponents (simplify)

100

b^3*4b^-4

4/b

200

3x^3*2x^4

6x^7

300

(4u^-3v^-1)^3

69/(u^9v^3)

400

((ba^-3)/(2a^-1b^3))^-3

8a^6b^6

500

(hk^-2*h^4k^4)/((2h^-4j^-3k^-2)^3*2h^0j^-3

(h^17j^12k^8)/16

Logs

100

3^(-2k)=1

0

200

7^(-2a)=49

-1

300

2^(1-2p)=1/32

3

400

(1/8)^(2k)=64^(-3k)

0

500

(1/64)^(3x)*64^(2x-2)=16

-8/3

literal equations

100

u=k-a, for a

a=-u+k

200

u=ak, for a

a=u/k

300

c+a=r-d, for a

a=-c+r-d

400

k/a=v-w, for a

a=k/(v-w

500

g=(30rd)/a, for a

a=(30rd)/g

factoring ( common factor)

100

9a^6+6a^2 

3a^2(3a^4+2)

200

20x+6x^2

2 x(10+3x)

300

6-18n-30n^2

6(1-3n-5n2)

400

-45^2+10x^3-20x^5

5x^2(-9+2x-4x^3)

500

-6x^4=18x^3-27x

-3x(-2x^3+6x+9)