Without actual division, find the remainder when 3y^4-8y^3-y^2-5y-5 is divided by (y-3)
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Answered by
1
Substitute y = 3
3 (3)⁴- 8 (3)³- 3²-5(3)-5 = 243 - 216 -9-15-5 = -2
You will get - 2 which is the remainder
3 (3)⁴- 8 (3)³- 3²-5(3)-5 = 243 - 216 -9-15-5 = -2
You will get - 2 which is the remainder
Vanessa18:
Please add all the steps!
Answered by
2
Hello Dear!!!
Here's your answer....
Let,
f(x) = 3y^4-8y^3-y^2-5y-5
Zero of (y-3) is
y-3 = 0
y = 3
substitute the value of y
3y^4-8y^3-y^2-5y-5
3(3)^4 - 8(3)^3 - (3)^2 - 5(3) - 5
3(81) - 8(27) - 9 - 15 - 5
243 - 216 - 9 - 15 - 5
-2.
The remainder is -2.
______________________________
Hope this helps you...
Here's your answer....
Let,
f(x) = 3y^4-8y^3-y^2-5y-5
Zero of (y-3) is
y-3 = 0
y = 3
substitute the value of y
3y^4-8y^3-y^2-5y-5
3(3)^4 - 8(3)^3 - (3)^2 - 5(3) - 5
3(81) - 8(27) - 9 - 15 - 5
243 - 216 - 9 - 15 - 5
-2.
The remainder is -2.
______________________________
Hope this helps you...
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