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Q: What is the correct expression to use Is it 'which all had some degree of ' or 'all of which had some degree of'?
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What is the degree of the polynomial -2xy3 plus 3x2y?

I will assume that you mean -2xy3+3x2y. Then by "degree" is usually meant the total degree--the maximum sum of exponents of all variables. Here the first term has degree 1+3=4 and the second term has degree 2+1=3, so the degree of the entire expression is 4. It is also a 2nd degree expression in x and a 3rd degree expression in y.


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What is an example of an expression that is not a polynomial?

A polynomial expression is one with a degree higher than 0. Hence, all constants will meet your criterion. Note that (x+2) or [sin(2x)+4] is a polynomial of degree 1. The following is a trivial (normally ignored; inconsequential) non-polynomial: (5x2 - 2x2 - 3x2 + 2) ======================================


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No, some plants are poisonous to all animals.


What dried beans have charbohydrates?

All of them to some degree.


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What is correct homegoing or home going?

homecoming is correct as all one word. But you have to say going home separately and in that order, because normally people would only use the common expression homecoming instead.


Which algebraic expression is a polynomial with a degree of 4?

A polynomial is made up of one or several monomials (terms added or subtracted together). The term with the highest degree should have a degree of 4. To get the degree, if it's a single variable, the degree is the power to which it is raised; if there are several variables, add all the powers together.


Why don't animals have to work out?

They do, all animals have to get some degree of exercise.


What planet or moon has no gravity?

No such place- ALL have some degree of gravity.