MATHEMATICS MIDDLE SCHOOL

HELP ASAP!Is each expression a polynomial?

Drag and drop each expression to the correct box.

Is a polynomial Is not a polynomial

Answers

Answer 1

Answer:

The given expressions are $(x^(4))/(3)-6,2 x^(4)+12 x+4, x^(3)+4 x \text { and } (3)/(x^(4))-6 x^(3)$ .

The polynomial is in the form of $a x^(2)+b x+c$ .

$(x^(4))/(3)-6$ in this expression, x is in the numerator. So, it is a polynomial.

$2 x^(4)+12 x+4$ , it is a polynomial.

$x^(3)+4 x$ , it is a polynomial.

$(3)/(x^(4))-6 x^(3)$ in this expression, x is in the denominator. but, x cannot be in the denominator.

So, $(3)/(x^(4))-6 x^(3)$ is not a polynomial.

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How many different combinations are there of the digits 46987?

Answers

Answer:

1,00000,00,00

Step-by-step explanation:

The digits 46987 can be arranged in 120 unique combinations using the permutation formula 5! (5 factorial), accounting for all possible orders of these digits.

While organizing the digits 46987, there are 120 unmistakable mixes conceivable. Still up in the air by ascertaining the factorial of the quantity of digits (5!), yielding 120. Every game plan brings about a remarkable mix. For instance, 46987, 78694, and 98746 are among the changed stages.

The idea of changes has expansive applications, going from arithmetic to software engineering, where request matters. In combinatorics, the investigation of counting and game plan, changes assume an essential part. These 120 mixes grandstand the adaptability of revamping only five digits.

Showing the dramatic development in potential outcomes as the quantity of digits increments. This numerical standard impacts fields like cryptography, where producing one of a kind successions is significant for security. Generally, the changes of 46987 outline the charming and strong parts of numerical control and request.

To learn more about Combinations, refer:

brainly.com/question/18820941

Factor the expression 15 X -5