Respuesta :

SaniShahbaz

Answer:

The polynomial [tex]t^4-7[/tex] is in  standard form.

Step-by-step explanation:

Writing the polynomial in standard form means we have to write the terms of the polynomial by descending degree.

  • First writing the term with the highest or largest exponent or degree first
  • Then writing the terms which have lower degrees/exponents in descending order.
  • If there is any constant term in the polynomial, it is always written in the end.

so

Given the polynomial

[tex]t^4-7[/tex]

Here:

  • The highest exponent is the 4, so that entire term i.e. [tex]t^4[/tex] is written first. Here it is also written first.
  • Then the next term is the constant term, and constant terms is written in the end. Here, the constant terms is also written in the end.

Therefore, the polynomial [tex]t^4-7[/tex] is in  standard form.

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