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WorksheetsMATEMATIK SPM : PERSAMAAN KUADRATIK
Total questions: 10
Worksheet time: 50mins
Find the values of q from the following quadratic equation
Cari nilai-nilai q dari persamaan kudrat berikut
4q² + 17q - 15 =0
q = - 5 , 3/4
q = 5 , - 3/4
q = - 15 , 4
q = - 4 , 15
Solve the following quadratic equation
Selesaikan persamaan kuadratik berikut
(2a + 1)(a - 2) = 0
The possible value of a are
Nilai-nilai yang mungkin bagi a adalah
a = 1/2 , - 2
a = - 1/2 , 2
a = 1/2 , 2
a = 1 , 2
Find the values of x from the following quadratic equation
Cari nilai-nilai x dari persamaan kuadratik berikut
12x² + 3x = 0
x = 12 , 3
x = 3 , 4
x = 0 , - 1/4
x = 0 , 1/4
Find the values of k from the following quadratic equation
Cari nilai-nilai k dari persamaan kuadratik berikut
k² - 7k = 0
k = 1 , 7
k = - 1 , 7
k = 0 , 7
k = 0 , - 7
Find the values of x from the following quadratic equation
Cari nilai-nilai x dari persamaan kuadratik berikut
3x² - 75 = 0
x = 3 , 75
x = 3 , - 75
x = 5 , - 5
x = 0 , - 25
(x - 2y)²
x² - 2xy + 4y²
x² - 2xy - 4y²
x² + 2xy + 4y²
x² + 2xy - 4y²
a² - b²
(a - b) (a - b)
(a - b)²
(a + b) (a + b)
(a + b) (a - b)
(a - 2) (a - 1) = 6
The values of a are
Nilai-nilai bagi a ialah
a = 2 , 1
a = - 1 , - 2
a = - 4 , 1
a = 4 , - 1
Find the values of w from the following quadratic equation
Cari nilai-nilai w dari persamaan kuadratik berikut
w² - 6 = 5
______ __
w 2
w = 6 , 5/2
w = 4 , 3/2
w = 3/2 , - 4
w = - 6 , 5/2
(k - 2) (k + 3) =
k² - k - 6
k² + k - 6
k² + 5k + 6
k² - 5k + 6
