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What is the remainder when t ⁴ - 3 t ³ 3 + 5 is divided by t solv the equation?
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What is the remainder when t ⁴ - 3 t ³ 3 + 5 is divided by t solv the ...
Remainder when dividing t⁴ - 3t³ + 5 by t
To find the remainder when dividing t⁴ - 3t³ + 5 by t, we need to perform polynomial division.

Step 1: Write the polynomial
We start by writing the polynomial t⁴ - 3t³ + 5.

Step 2: Perform polynomial division
Next, we divide each term of the polynomial by t.
- t⁴ ÷ t = t³
- (-3t³) ÷ t = -3t²
- 5 ÷ t = 5/t
So, the result of the division is t³ - 3t² + 5/t.

Step 3: Find the remainder
The remainder when dividing t⁴ - 3t³ + 5 by t is the last term of the division, which is 5/t.
Therefore, the remainder when dividing t⁴ - 3t³ + 5 by t is 5/t.
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What is the remainder when t ⁴ - 3 t ³ 3 + 5 is divided by t solv the equation?
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