Chapter 6 Algebraic Manipulation Math 9th Class Sindh MCQ Tests
9th Class Math Chapter 6 MCQ Tests
Chapter 6 of 9th Class Math has 29 questions. If you take an online MCQ test, the system will randomly choose the questions. If you want to take the quiz by chapter then click the start test button.
Total Questions: 29
Total Marks: 29
Time: 30 Mins
Total Questions: 29
Total Marks: 29
Time: 30 Mins
30Min : 00 Sec Remaining
Question # 1
Find the H.C.F by factorization.
Question # 2
Use division method to find the square root of:
Question # 3
Square root of 169 = ?
Question # 4
The sum of two numbers is 120 and their H.C.F. is 12 . Find the numbers.
Question # 5
The sum of two numbers is 120 and their H.C.F is 12. Find the numbers.
Question # 6
Solve the:
Question # 7
What should be added to make it a perfect square?
Question # 8
Find the square root by factorization method.
Question # 9
Simplify to the lowest form.
Question # 10
AS 5
Question # 11
( x + 1 ) ( x + 2 ) ( x + 3 ) is the square root of _____.
Question # 12
question.
Question # 13
If two or more algebraic expressions are given, then their common factor of highest power is called the __________ of the expressions.
Question # 14
Find the H.C.F of:
Question # 15
Use Factorization to find the square root of an algebraic expression 4x2 -12x + 9.
Question # 16
We can find H.C.F of given expressions by the following two methods.
Question # 17
Find the H.C.F.
Question # 18
Simplify:
Question # 19
Simplify
Question # 20
The square root of m2 - 4m + 4 is ____________.
Question # 21
Find the H.C.F of 39x7y3z and 91x5y6z7 _________.
Question # 22
Simplify the :
Question # 23
L.C.M X H.C.F = ?
Question # 24
L.C.M and H.C.F are unique except for a factor of _________.
Question # 25
Find the value of l and m for which will become a perfect square.
Question # 26
x 2 - 4 = ?
Question # 27
What rational expression should be subtracted from?
Question # 28
By Division method, we first write the algebraic expression in _________ Of power of x.
Question # 29
The sum of two numbers is 156 and their HCF is 13 . The number of such number pairs is:
Total Questions
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Question # 1
Find the H.C.F by factorization.
Question # 2
Use division method to find the square root of:
Question # 3
Square root of 169 = ?
Question # 4
The sum of two numbers is 120 and their H.C.F. is 12 . Find the numbers.
Question # 5
The sum of two numbers is 120 and their H.C.F is 12. Find the numbers.
Question # 6
Solve the:
Question # 7
What should be added to make it a perfect square?
Question # 8
Find the square root by factorization method.
Question # 9
Simplify to the lowest form.
Question # 10
AS 5
Question # 11
( x + 1 ) ( x + 2 ) ( x + 3 ) is the square root of _____.
Question # 12
question.
Question # 13
If two or more algebraic expressions are given, then their common factor of highest power is called the __________ of the expressions.
Question # 14
Find the H.C.F of:
Question # 15
Use Factorization to find the square root of an algebraic expression 4x2 -12x + 9.
Question # 16
We can find H.C.F of given expressions by the following two methods.
Question # 17
Find the H.C.F.
Question # 18
Simplify:
Question # 19
Simplify
Question # 20
The square root of m2 - 4m + 4 is ____________.
Question # 21
Find the H.C.F of 39x7y3z and 91x5y6z7 _________.
Question # 22
Simplify the :
Question # 23
L.C.M X H.C.F = ?
Question # 24
L.C.M and H.C.F are unique except for a factor of _________.
Question # 25
Find the value of l and m for which will become a perfect square.
Question # 26
x 2 - 4 = ?
Question # 27
What rational expression should be subtracted from?
Question # 28
By Division method, we first write the algebraic expression in _________ Of power of x.
Question # 29
The sum of two numbers is 156 and their HCF is 13 . The number of such number pairs is:
Total Questions
1234567891011121314151617181920212223242526272829
Math MCQ Test by Topics
- +6.1 Highest Common Factor (H.C.F.) and Least Common Multiple (L.C.M.) of Algebraic Expressions
- +6.1.1 (a) Highest Common Factor (H.C.F.)
- +6.1.2 (a) Finding H.C.F
- +6.1.2 (ii) H.C.F. by Division
- +6.1.2 (b) L.C.M. by Factorization
- +6.1.3 Relation between H.C.F. and L.C.M
- +6.1.4 Application of H.C.F. and L.C.M
- +6.2 Basic Operations on Algebraic Fractions
- +6.3 Square Root of Algebraic Expression
Math
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Updated on: 02-09-2026
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