1a)
Simply this fraction.
1b)
Work
out this product raised to a power.
2a)
Do
the multiplication and simplify your answer.
2b)
Multiply
and simplify your answer. When possible,
simplify
the square roots.
y
means y
times the square of three.
is
not an exponent here although its placement
by
the HTML code makes it appear to be an exponent.
2c)
Do the multiplication by using the identity
Square of a Difference
Be
sure to simply your answer by working out the square roots.
3a) Factor Completely.
3b) Factor completely
4) Express as a single radical
5) By completing the squares,
solve the quadratic equation
6) Find the center and
the radius of the circle
7a) Find the distance between the
points 
and 
.
7b)
Find the distance between the points 
and 
8a) Write the complex fraction
in the form 
,
where 
8b) Write the complex fraction
in the form ,
where
9) Solve the equation
NOTE: If you have difficulty
reading the exponents, increase the magnification
of this file to 150 or higher.
10a) Solve the radical
equation
10b) Solve the radical equation
11)
Solve the rational equation
12) Simplify
the complex fraction
© edmond 2001