Factorised form of 23xy – 46x + 54y – 10...

Factorised form of `23xy – 46x + 54y – 108` is

A

`(23 x + 54) (y-2)`

B

`(23 x + 54y) (y-2)`

C

`(23 xy + 54y) (- 46 x -108)`

D

`(23 x + 54) (y+2)`

Text Solution

Verified by Experts

The correct Answer is:

A

Promotional Banner

Promotional Banner

Topper's Solved these Questions

ALGEBRAIC EXPRESSIONS, IDENTITIES AND FACTORISATION
NCERT EXEMPLAR|Exercise THINK AND DISCUSS |2 Videos
COMPARING QUANTITIES
NCERT EXEMPLAR|Exercise Think and Discuss|2 Videos

NCERT EXEMPLAR-ALGEBRAIC EXPRESSIONS, IDENTITIES AND FACTORISATION -EXERCISE

Common factor of 17 abc, 34 ab ^(2), 51 a ^(2)b is
Text Solution
|
Square of 9x - 7 xy is
Text Solution
|
Factorised form of 23xy – 46x + 54y – 108 is
Text Solution
|
Factortsed form of r ^(2) - 10 r + 21 is
Text Solution
|
Factortsed form of p ^(2) - 17 p - 38 is
Text Solution
|
On dividing 57 p ^(2) qr by 114 pq. We get
Text Solution
|
On dividing p ( 4p ^(2) - 16) by 4p (p-2), we get
Text Solution
|
The common factor of 2 ab and 2cd is
Text Solution
|
An irreducible factor of 24 x ^(2) y ^(2) is
Text Solution
|
Number of factors of (a+b) ^(2) is
Text Solution
|
The factorised form of 3x - 24 is
Text Solution
|
The factor of x ^(2) - 4 are
Text Solution
|
The value of (-27 x ^(2) y)div (- 9 xy ) is
Text Solution
|
The value of (2x ^(2) + 4) div 2 is
Text Solution
|
The value of (3x ^(3) + 9x ^(2) + 27x)div 3x is
Text Solution
|
The value of (a + b) ^(2) + (a-b) ^(2) is
Text Solution
|
The value of (a +b) ^(2) - (a-b) ^(2) is
Text Solution
|
fill in the blank to make the statement true: The product of two terms...
Text Solution
|
The product of two terms with unlike signs is a term.
Text Solution
|
a (b +c) = a xx "" +axx "".
Text Solution
|