2^2-32z-105 splitting the middle term factorise
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Answered by
4
Answer :
______________________________________________________________
z² - 32 z - 105
z² -35z + 3z - 105
z(z - 35) + 3(z - 35)
(z - 35) (z+3) ______________________________________________________________
© Harry Inc.
______________________________________________________________
z² - 32 z - 105
z² -35z + 3z - 105
z(z - 35) + 3(z - 35)
(z - 35) (z+3) ______________________________________________________________
© Harry Inc.
Answered by
0
I assume it to be
z²-32z -105=0
we can write the above equation as,
z²-35z+3z -105=0
z(z-35) +3(z-35)=0
(z-35)(z+3)=0
now, either
z-35=0 OR z+3 =0
therefore,
z=35 OR z =-3
hope this helps
z²-32z -105=0
we can write the above equation as,
z²-35z+3z -105=0
z(z-35) +3(z-35)=0
(z-35)(z+3)=0
now, either
z-35=0 OR z+3 =0
therefore,
z=35 OR z =-3
hope this helps
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