plzz factorise this equation
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HOLA!!
__________
HERE I'M TO EXPLAIN YOU :)
[Simple method ]
Step 1 --> Multiply the coefficient of x^2 with constant term
3 (2) =6
Step 2 ---> Now we find factors which can satisfy the following conditions
● The product of factors should give us the product of the coefficient of x^2 with constant term i .e, 6
● The sum of the factors should give us the the coefficient of x i.e, (-6)
So the factors can be either 6 , 1 or 3,2
But see 6 (1) = 6 but 6 +1 = 7 (not satisfied )
3 (2) = 6 but 3+2 = 5 (not statisfied )
Even you can check by applying negative sign to the digits , you will not get that.
So our conclusion is
This cannot be factorised.
______________
HOPE IT HELPS :)
__________
HERE I'M TO EXPLAIN YOU :)
[Simple method ]
Step 1 --> Multiply the coefficient of x^2 with constant term
3 (2) =6
Step 2 ---> Now we find factors which can satisfy the following conditions
● The product of factors should give us the product of the coefficient of x^2 with constant term i .e, 6
● The sum of the factors should give us the the coefficient of x i.e, (-6)
So the factors can be either 6 , 1 or 3,2
But see 6 (1) = 6 but 6 +1 = 7 (not satisfied )
3 (2) = 6 but 3+2 = 5 (not statisfied )
Even you can check by applying negative sign to the digits , you will not get that.
So our conclusion is
This cannot be factorised.
______________
HOPE IT HELPS :)
MUKUL6463u3y:
but in our book this answer gave below
Answered by
1
(√3x)^2-2×√3x×√3+3-3+2=0
(√3x-√3)^2 - ( 1)^2=0
(√3x-√3+1)(√3x-√3-1)=0
x=-1+√3/√3 or x=1+√3/√3
hope it helps you if you are satisfied then plzz mark me as brainliest
(√3x-√3)^2 - ( 1)^2=0
(√3x-√3+1)(√3x-√3-1)=0
x=-1+√3/√3 or x=1+√3/√3
hope it helps you if you are satisfied then plzz mark me as brainliest
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