WorksheetsSOLVING QUADRATIC EQUATIONS (PART 1)
Total questions: 15
Worksheet time: 10mins
What is your name? (Write in capital letters.)
What is your grade and section?
What property is used to solve quadratic equations by extracting the square roots?
Transitive Property
Symmetric Property
Square Root Property
Zero - Product Property
Which of the following numbers is a perfect square number (meaning that the square root is a whole number)?
45
47
49
51
TRUE OR FALSE: The square root of 121 is positive 11 only.
TRUE
FALSE
Refer to the following statements.
STATEMENT I: When the number inside the radical sign is positive, the solution is an element of the set of real numbers.
STATEMENT II: When the number inside the radical sign is negative, the solution is an element of the set of real numbers.
Only Statement I is correct.
Only Statement II is correct.
Both statements are correct.
Neither of the statements is correct.
Solve for d in the equation: d2 =169
d = 13
d = 13 or d = -13
d = -13
cannot be determined
What is/are the value/s of g in the equation 7g2 −448 =0 ?
g = 9 or g = -9
g = 8 or g = -8
g = 7 or g = -7
g = 6 or g = -6
What property is applied to solving quadratic equations by factoring?
Transitive Property
Symmetric Property
Absolute Value Property
Zero - Product Property
If ab =0, then a = ____ or b = _____.
0,0
0,1
1,1
1,0
Refer to the following statements below:
STATEMENT I: The concept of a common monomial factor is not used in solving quadratic equations by factoring.
STATEMENT II: It is important to follow the concept of PEMDAS to solve quadratic equations by factoring.
Both statements are correct.
Neither of the statements is correct.
Only Statement I is correct.
Only Statement II is correct.
What factoring method can be used to factor x2 −10x+25 =0 ?
Factoring Common Monomial Factor
Factoring Sum and Difference of Two Squares
Factoring Sum and Difference of Two Cubes
Factoring Perfect Square Trinomial
Give the values of x that will satisfy the equation 3x2 −12x =0 .
x = 0 or x = 12
x = 3 or x = 12
x = 0 or x = 4
x = 3 or x = 4
For what values of x will satisfy the equation x2 + 5x − 24 =0 ?
x = -3 or x = 8
x = -8 or x = 3
x = 3 or x = 8
x = -8 or x = -3
What are the values of p that will satisfy the quadratic equation given? 3p2 +16p−12 =0
p = -6 or p =2/3
p = -4/3 or p = 3
p = -3 or p = 4/3
p = -2/3 or p = 6
