Solve for (3x-5) as a factor of 15x³-7x²-51x+35
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Step-by-step explanation:
3x-5=0
x=5/3
p(x)=15x³-7x²-51x+35
p(5/3)=15(5/3)³ -7(5/3)²-51(5/3)+35
=15(125/27) -7(25/9) -255/3+35
=625/9-175/9-85+35
=625/9-175/9-50
=625-175-450/9
=0/9
=0
therefore,(3x-5) is a factor of p(x)
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