Question

Divide x^5÷x^3 plz answer this​

Answer 1

Answer:

Steps: 1) Multiply x+a with x

Steps: 1) Multiply x+a with x 4

Steps: 1) Multiply x+a with x 4 , to get x

Steps: 1) Multiply x+a with x 4 , to get x 5

Steps: 1) Multiply x+a with x 4 , to get x 5 , Remainder =ax

Steps: 1) Multiply x+a with x 4 , to get x 5 , Remainder =ax 4

Steps: 1) Multiply x+a with x 4 , to get x 5 , Remainder =ax 4 +a

Steps: 1) Multiply x+a with x 4 , to get x 5 , Remainder =ax 4 +a 5

Steps: 1) Multiply x+a with x 4 , to get x 5 , Remainder =ax 4 +a 5

Steps: 1) Multiply x+a with x 4 , to get x 5 , Remainder =ax 4 +a 5 2) Multiply x+a with −ax

Steps: 1) Multiply x+a with x 4 , to get x 5 , Remainder =ax 4 +a 5 2) Multiply x+a with −ax 3

Steps: 1) Multiply x+a with x 4 , to get x 5 , Remainder =ax 4 +a 5 2) Multiply x+a with −ax 3 , to get −ax

Steps: 1) Multiply x+a with x 4 , to get x 5 , Remainder =ax 4 +a 5 2) Multiply x+a with −ax 3 , to get −ax 4

Steps: 1) Multiply x+a with x 4 , to get x 5 , Remainder =ax 4 +a 5 2) Multiply x+a with −ax 3 , to get −ax 4 , Remainder =a

Steps: 1) Multiply x+a with x 4 , to get x 5 , Remainder =ax 4 +a 5 2) Multiply x+a with −ax 3 , to get −ax 4 , Remainder =a 2

Steps: 1) Multiply x+a with x 4 , to get x 5 , Remainder =ax 4 +a 5 2) Multiply x+a with −ax 3 , to get −ax 4 , Remainder =a 2 x

Steps: 1) Multiply x+a with x 4 , to get x 5 , Remainder =ax 4 +a 5 2) Multiply x+a with −ax 3 , to get −ax 4 , Remainder =a 2 x 3

Steps: 1) Multiply x+a with x 4 , to get x 5 , Remainder =ax 4 +a 5 2) Multiply x+a with −ax 3 , to get −ax 4 , Remainder =a 2 x 3 +a

Steps: 1) Multiply x+a with x 4 , to get x 5 , Remainder =ax 4 +a 5 2) Multiply x+a with −ax 3 , to get −ax 4 , Remainder =a 2 x 3 +a 5

Steps: 1) Multiply x+a with x 4 , to get x 5 , Remainder =ax 4 +a 5 2) Multiply x+a with −ax 3 , to get −ax 4 , Remainder =a 2 x 3 +a 5

Steps: 1) Multiply x+a with x 4 , to get x 5 , Remainder =ax 4 +a 5 2) Multiply x+a with −ax 3 , to get −ax 4 , Remainder =a 2 x 3 +a 5 3),4)It continues to reduce the first term of the remainder.

Steps: 1) Multiply x+a with x 4 , to get x 5 , Remainder =ax 4 +a 5 2) Multiply x+a with −ax 3 , to get −ax 4 , Remainder =a 2 x 3 +a 5 3),4)It continues to reduce the first term of the remainder.5)Multiply x+a with a

Steps: 1) Multiply x+a with x 4 , to get x 5 , Remainder =ax 4 +a 5 2) Multiply x+a with −ax 3 , to get −ax 4 , Remainder =a 2 x 3 +a 5 3),4)It continues to reduce the first term of the remainder.5)Multiply x+a with a 4

Steps: 1) Multiply x+a with x 4 , to get x 5 , Remainder =ax 4 +a 5 2) Multiply x+a with −ax 3 , to get −ax 4 , Remainder =a 2 x 3 +a 5 3),4)It continues to reduce the first term of the remainder.5)Multiply x+a with a 4 , to get a

Steps: 1) Multiply x+a with x 4 , to get x 5 , Remainder =ax 4 +a 5 2) Multiply x+a with −ax 3 , to get −ax 4 , Remainder =a 2 x 3 +a 5 3),4)It continues to reduce the first term of the remainder.5)Multiply x+a with a 4 , to get a 4

Steps: 1) Multiply x+a with x 4 , to get x 5 , Remainder =ax 4 +a 5 2) Multiply x+a with −ax 3 , to get −ax 4 , Remainder =a 2 x 3 +a 5 3),4)It continues to reduce the first term of the remainder.5)Multiply x+a with a 4 , to get a 4 x+a

Steps: 1) Multiply x+a with x 4 , to get x 5 , Remainder =ax 4 +a 5 2) Multiply x+a with −ax 3 , to get −ax 4 , Remainder =a 2 x 3 +a 5 3),4)It continues to reduce the first term of the remainder.5)Multiply x+a with a 4 , to get a 4 x+a 5

Steps: 1) Multiply x+a with x 4 , to get x 5 , Remainder =ax 4 +a 5 2) Multiply x+a with −ax 3 , to get −ax 4 , Remainder =a 2 x 3 +a 5 3),4)It continues to reduce the first term of the remainder.5)Multiply x+a with a 4 , to get a 4 x+a 5 , Remainder =0

Step-by-step explanation:

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Answer 2

Here is your answer dear

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