Correct option is A
Given:
Expressions:
(2x−3y+7z)(2x - 3y + 7z)(2x−3y+7z)
(4z−5x)(4z - 5x)(4z−5x)
(12x−z)(12x - z)(12x−z)
Solution:
The sum of (1)(1):
:
(2x−3y+7z)+(4z−5x)=(2x−5x)−3y+(7z+4z)=−3x−3y+11z.(2x - 3y + 7z) + (4z - 5x) = (2x - 5x) - 3y + (7z + 4z) = -3x - 3y + 11z.(2x−3y+7z)+(4z−5x)
= (2x − 5x) − 3y + (7z + 4z)
= − 3x − 3y + 11z.
Now, Subtract this sum (3)
(12x−z)−(−3x−3y+11z)=12x−z+3x+3y−11z.(12x - z) - (-3x - 3y + 11z) = 12x - z + 3x + 3y - 11z.(12x−z)−(−3x−3y+11z)
= 12x − z + 3x + 3y − 11z.
= 15x + 3y − 12z.
(12x+3x)+3y+(−z−11z)=15x+3y−12z.(12x + 3x) + 3y + (-z - 11z) = 15x + 3y - 12z.The correct answer is option ( a )15x+3y−12z.