find xlthe reminder when .........will mark as brainlist if answered with steps
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Answered by
3
Hi dear !!!!
x -a = 0
x = a
p(a) = x³ -ax² + 6x -6a
p(a ) => (a)³- a × (a)² + 6× a -6a
a³-a³ +6a-6a
=> 0
hence reminder will be 0
hope it help you dear !!!
thanks !!
x -a = 0
x = a
p(a) = x³ -ax² + 6x -6a
p(a ) => (a)³- a × (a)² + 6× a -6a
a³-a³ +6a-6a
=> 0
hence reminder will be 0
hope it help you dear !!!
thanks !!
Answered by
0
let f(x) = x^3 - ax^2 + 6x - 6a
if this was divided by x - a ,
By the remainder theorem,
Remainder = f(a) = a^3 -a(a^2) + 6a -6a
= a^3 - a^3 +0 = 0
Hope this was helpful
if this was divided by x - a ,
By the remainder theorem,
Remainder = f(a) = a^3 -a(a^2) + 6a -6a
= a^3 - a^3 +0 = 0
Hope this was helpful
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