m-1-(m-1)*2 + am-a factorise
Answers
Answered by
22
Q:(m - 1 ) - (m - 1)^2 + am - a
=(m - 1 ) - ( m - 1 )^2 + a( m - 1 )
=(m - 1 ) { 1 - (m - 1 ) + a }
=(m - 1 ) ( 1 - m + 1 + a )
=(m - 1 ) (2 + a - m )
=(m - 1 ) (a - m + 2 )
________________________
【 hope helps 】 ________________________
=(m - 1 ) - ( m - 1 )^2 + a( m - 1 )
=(m - 1 ) { 1 - (m - 1 ) + a }
=(m - 1 ) ( 1 - m + 1 + a )
=(m - 1 ) (2 + a - m )
=(m - 1 ) (a - m + 2 )
________________________
【 hope helps 】 ________________________
Answered by
6
Q) m-1-1(m-1)^2+am-a
=m-1-1[(m^2)-2m+1^2]+am-a
=m-1-1(m^2-2m+1)+am-a
=m-1-m^2+2m-1+am-a
=m-m^2+2m-2+am-a
=m(1-m)-2(1-m) -a(1-m)
=(m-2-a) (1-m)
=m-1-1[(m^2)-2m+1^2]+am-a
=m-1-1(m^2-2m+1)+am-a
=m-1-m^2+2m-1+am-a
=m-m^2+2m-2+am-a
=m(1-m)-2(1-m) -a(1-m)
=(m-2-a) (1-m)
amrutha39:
wrong:-(
Similar questions