If angle x is the reference angle, which side is the opposite side
1 answer:
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We want to isolate "m" on one side of the equation and have a number on the other side. Let's start by subtracting both sides by 5m
Now, let's subtract both sides by 11
We now have the value of m.
The next thing I'm going to do is a bit tedious, but you typically want to have the variable on the left side of the equation in the field of math. It's a good habit to develop now.
Thus, the answer is choice 3, -18. Let me know if you need any clarifications, thanks!
~ Padoru
In order to build a polynomial we need one or more terms. A term is a number, variable (denoted by a letter) or any combination of numbers and variables held together by multiplication. The following are examples of terms:
Now it might look like one of those involves division but it can be thought of as multiplication by (2/5). When we do this the exponents must be positive.
Polynomials are expressions made up of terms held together by addition and subtraction. Again, the exponents must be positive. Since polynomials are made up of the sum or difference of terms, adding or subtracting polynomials just leads to more polynomials. Here are some examples of Polynomials:
Now let’s consider what happens if we multiply polynomials. As an example we use:
What you might notice is that multiplication will lead us to multiply terms (but multiplying terms gives us more term,as) and also to add or subtract terms but that just gives more polynomials. Therefore multiplication leads to more polynomials.
Finally, we consider division. Here a simple example will do the trick: 2 is a term and x is a term. Let us divide 2 by x. We get:
which is not a polynomial because we have a negative exponent.
Thus, the answer to your question is division. Division of polynomials will not always result in a polynomial.
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is.
Now it might look like one of those involves division but it can be thought of as multiplication by (2/5). When we do this the exponents must be positive.
Polynomials are expressions made up of terms held together by addition and subtraction. Again, the exponents must be positive. Since polynomials are made up of the sum or difference of terms, adding or subtracting polynomials just leads to more polynomials. Here are some examples of Polynomials:
Now let’s consider what happens if we multiply polynomials. As an example we use:
What you might notice is that multiplication will lead us to multiply terms (but multiplying terms gives us more term,as) and also to add or subtract terms but that just gives more polynomials. Therefore multiplication leads to more polynomials.
Finally, we consider division. Here a simple example will do the trick: 2 is a term and x is a term. Let us divide 2 by x. We get:
Thus, the answer to your question is division. Division of polynomials will not always result in a polynomial.
_______END OF ANSWER___________
is.