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• Do you always use the property of distribution when multiplying monomials and polynomials? Explain why or why not. In what situations would distribution become important?
In general, when multiplying two polynomials together, use the distributive property, until every term of one polynomial is multiplied times every term of the other polynomial. Make sure that you simplify your answer by combining any like terms.
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User: • Do you always use the property of distribution when multiplying monomials and polynomials? Explain why or why not. In what situations would distribution become important?

Weegy: In general, when multiplying two polynomials together, use the distributive property, until every term of one polynomial is multiplied times every term of the other polynomial. Make sure that you simplify your answer by combining any like terms.
jeifunk|Points 1225|

User: In what situations would distribution become important when multiplying monomials and polynomials?

Weegy: In general, when multiplying two polynomials together, use the distributive property, until every term of one polynomial is multiplied times every term of the other polynomial. Make sure that you simplify your answer by combining any like terms.
jeifunk|Points 1225|

User: What are the practical usages of scientific notation? Why is scientific notation so important in our modern day society? What would be the value of expressing something like the national debt in scientific notation? What information would be lost in such a usage? Is that important? Explain why or why not.





Weegy: If there is a parentheses involved.
Expert answered|Answerfinn|Points 60|

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Asked 2/10/2012 2:04:47 PM
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What are the practical usages of scientific notation?
Weegy: Scientific notation provides us with the only reasonable means of dealing with a broad range of magnitudes, such as we encounter in astronomy. [ The "trick" of using special units is useful only so long as everything we are dealing with is of the same order of magnitude (i.e. solar mass units are useful as long as we are dealing only with star-sized objects) and as long as we are not trying to perform physical calculations (fundamental physical constants are usually provided is SI units, so ultimately, it is usually necessary to work in those units for calculations). Many students are daunted by this necessary brush with mathematics, but it is not as difficult as it may seem. The basic idea is to simplify large and small numbers by allowing us to deal only with numbers between 1 and 10 and with powers of 10. ] (More)
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Asked 2/10/2012 2:23:20 PM
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What would be the value of expressing something like the national debt in scientific notation?
Weegy: The national debt is rarely, if at all, expressed in scientific notation because most everyone knows what 14 trillion dollars is. [ If the debt were somehow 14 quadrillion dollars we would either use scientific notation or say "14,000 trillion." .............. ] (More)
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Asked 2/10/2012 2:37:48 PM
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