Answer the following:
1)Find all the factors of 4 L^2 m n (^ symbol represents to the power of L).
2) The highest common factor of 9(x^2)y, 27x(y^2) and 45(x^2)(y^2) is?
3) -15(a^2)b(c^2)/5ab.
4) x^4(it represents X to the power of 4) - x factorise.
5) xy- x- y+ 1 factorise.
6) factorise: 9(x^2)- 6x.
7) divide: 32(x^4)/16(x^2)=
8) (6y^4+ 10y^3 + 10y^2)/ 2y^2=
9) 4(a^3)(b^3)(c^3)/12abc=
10) 6(L^2)mn/1=
PLEASE ANSWER THESE QUESTIONS
Answers
Answered by
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Given : 4L²mn
To find: All factors
Solution:
answering 1st Question .
Please post Question one by one
4L²mn
= 2² × L² × m¹ × n¹
Assuming that
2 , L , m & n are co prime numbers
Then number of Factors
(2 + 1)(2 + 1)(1 + 1)(1 + 1)
= 3 * 3 * 2 * 2
= 36
There will be 36 Factors
Factors would be
1
2
4
L
m
n
L²
Lm
Ln
mn
Lmn
L²m
L²n
L²mn
2L
2m
2n
2L²
2Lm
2Ln
2mn
2Lmn
2L²m
2L²n
2L²mn
4L
4m
4n
4L²
4Lm
4Ln
4mn
4Lmn
4L²m
4L²n
4L²mn
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