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The validity of this answer depends on whether or not is has been classified correctly! It has been classified to complex numbers, a rather esoteric part of mathematics and if you were hoping for an explanation in terms of personal relationships, I apologise. The classification was carried out by a bot which is usually pretty accurate but when it gets things wrong ... oh boy, does it get it wrong! That really drives me up the wall! You could say that I have a complex relationship with the bot!
Anyway, a mathematical complex relationship is a mapping from C, the set of all complex numbers, to C.
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What is the relationship between the degree and the number of roots counting multiplicities?
In the complex field, the two numbers are the same. If you restrict yourself to real solutions, the relationship is as follows: A polynomial of degree p has p-2k real solutions where k is an integer such that p-2k is non-negative. [There will be 2k pairs of complex conjugate roots.]
What relationship between the known and unknown do you need to solve the problem?
As part of planning, you might draw a diagram that helps you visualize a relationship between the known and the unknown. You might need to use a table or graph to identify data or to identify a relationship between a known quantity and the unknown. Hope that helps (:
What are complex matrices?
A complex number has an imaginary component and is of the form a + bi. (And i is the square root of -1 in this application.)A matrix is a table of numbers. For example, we might give the current (x,y,z) coordinates of a dozen asteroids using a 12 * 3 matrix.A complex matrix is a matrix of complex numbers.
Are the upper and lower quartiles classed as averages?
No.
How many significant digits are in the number 129?
All numbers which are not "zero" are classed as significant digits. Therefore in the number 129 there will be three digits which are classed as significant.
