Is the term 18m^2n^2 is a monomial
1 answer:
<u>ANSWER</u>
<u>EXPLANATION</u>
A <u>monomial</u> is a simplified polynomial with only one term.
The given expression is
This is an algebraic expression in m and n.
The 18 is a constant.
The 18 is the coefficient.
The degree is the sum of the exponents of the variable which is 2+2=4
We cannot simplify this polynomial further and it has only one term.
Therefore
is a monomial.
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Answer:
2
Step-by-step explanation:
The first equation is that of a an ellipse. The second equation is that of a line.
Attached is the graphs of both of these equations.
<em>If you think about it, there can only be 2 possible ways of solutions (intersection points) of an ellipse and a line.</em>
<em>1. The line will not intersect the ellipse at all, so no solution</em>
<em>2. The line will intersect the ellipse at 2 points maximum</em>
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So, we can clearly see from the reasoning that the maximum number of possible solutions would be 2. The graph attached confirms this as well.
