WorksheetsQuiz #3 Quarter 1
Total questions: 10
Worksheet time: 10mins
Which of the following is the correct order of simplifying rational algebraic expressions?
I. Multiply the remaining factors.
II. Factor completely the numerator and denominator.
III. Separate and divide out common factor/s if there is/are any.
II, III, I
I, II, III
I, III, II
III, II, I
Which of the following is a rational expression in simplest form?
4x2y
342x−6
a3+1a2−1
a+22a2+7a−4
Which of the following is equivalent to the rational expression x−77−x
-1
1
-1 and 1
Neither -1 nor 1
Multiply the two rational expressions and simplify the result yx2⋅2x33y3
2x3y2
xy2
2xy2
x3y2
Multiply the two rational expressions and simplify the result x−2x−1⋅x+22
x−21
x2−42x−2
x2−2xx−1
x1
Multiply and Simplify 4x+3⋅x2+4x+3x+2
x+24x+12
4x+12x+2
4x+4x+2
x+24x+4
Multiply x+1(x−5)(x−8)⋅(x+5)(x−8)x+1
1
x+5x−5
x+5x−8
x+5x+1
What is the divisor in the given expression 42x−5÷4x+3
4x+3
42x−5
2x−5x+3
x+32x−5
What is the quotient when r−2r+9 is divided by r−22r+1
2rr−2
2r−1r+2
2rr−9
2r+1r+9
Your classmate divided rational algebraic expressions as presented.
Is your classmate’s solution correct?
Yes. The solution presented is correct.
Yes. Common factors can be directly divided out.
No.The correct answer is (x+3)24
No. Get the reciprocal of the divisor first, then multiply.
