Question

write the polynomial in index form . P(M) = 3m 5 --- 7m +5m cube +2.​

Answer 1

Answer:

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Answer 2

The index form of the polynomial is P(m) = 3m⁵ + 0.m⁴ + 5m³ + 0.m² - 7m + 2

Given :

The polynomial P(m) = 3m⁵ - 7m + 5m³ + 2

To find :

The polynomial in index form

Solution :

Step 1 of 3 :

Write down the given polynomial

The given polynomial is P(m) = 3m⁵ - 7m + 5m³ + 2

Step 2 of 3 :

Rewrite the polynomial

We rewrite the given polynomial in descending power of its variable m we get

P(m) = 3m⁵ + 5m³ - 7m + 2

Step 3 of 3 :

Find index form of the polynomial

P(m) = 3m⁵ - 7m + 5m³ + 2

⇒ P(m) = 3m⁵ + 5m³ - 7m + 2

⇒ P(m) = 3m⁵ + 0.m⁴ + 5m³ + 0.m² - 7m + 2

Which is the required index form of the polynomial

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