Perform the indicated operations and simplify.

4

*a* -

6*a*[5 -

6(

*a* + 2)]

(

6*x* -

3*y*)(

*x* +

6*y*)

(

8*u* +

2*v*)2

(

2*x*2 -

2*x**y* +

*y*2)(

*x*2 +

6*x**y* +

*y*2)

Factor completely relative to the integers.

7*u*2 +

2*uv* -

5*v*2

Factor completely relative to the integers. If the polynomial is prime relative to the integers, enter PRIME.

5*u*4*v* -

*uv*3
Factor completely relative to integers.

8*a*2 -

32*a**b* -

3*a**b* +

12*b*2

*a*(

6*c* +

*d*) -

8*b*(

6*c* +

*d*)

Perform the indicated operations and reduce the answers to lowest terms. Represent any compound fractions as simple fractions reduced to lowest terms.

Simplify and write the expression below using positive exponents only

(

3*u*-5*v*3)

-2
Simplify the given expression. (Expand the operation to remove the fraction.)

Simplify and write the expression below using positive exponents only.

Simplify and write the expression below using positive exponents only. (

27*x*-

6*y*6)

1/3
Simplify and write the expression below using positive exponents only.

Write the expression below in simplified form.

Rationalize the denominator of the expression below and write in simplified form.

Write the equation of a circle with the indicated center and radius.

*C*(

-2,

-3)

*r* = √

6
Any help to this would be appreciated and returned.