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Multiplying/Dividing Rational Expressions
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Find the quotient.
y/5
Find the product and domain.
1, for all x except 0, 3, 5
Find the product and domain.
10a, for all a except -1
Multiply.
(4x+9)/3x
Divide.
3(x+4)/(x^2-5)
Simplify.
3(x+4)/(x^2-5)
Simplify. State any restrictions on the variable.
3(x+3)/2(x-2),  for all x except -3, 2
Multiply. State any restrictions on the variable.
3(x+3)/2(x-2), for all x except -5, -4, 0, 2
Simplify. State any restrictions on the variable.
(4x+9)/3x, for all x except -2, 0
Multiply. State any restrictions on the variable.
1, for all x except -5, -3, 5, 8
Simplify.
(2x-5)/3(x-1) OR (2x-5)/(3x-3)
Simplify.
(s+3)/3(s-4)
Simplify.
(s+4)/(s-4)
Simplify. State any restrictions on the variable.
7/x, for all x except -2, 0
Why do you state the domain when simplifying rational expressions?
When the denominator equals 0, fractions are undefined.
Describe the errors (2).
The student was supposed to multiply by the reciprocal or state the domain.
Find the product and give the domain.
(y+2)/(y-3) for all y except -3, -2, 3
What is the simplified form of the rational expression? What is the domain?
(x-6)/(x-3), for all x except -6, 3
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