What are two absolute value equations that share part of a ray?

What is the absolute value of -2-5i?

You can get the absolute value of a complex number by using Pythagoras's Theorem, which in this case is: absolute value (i.e., distance from zero) = the square root of (real part squared + imaginary part squared).

How are piecewise functions related to step functions and absolute value functions?

A piecewise function is a function defined by two or more equations. A step functions is a piecewise function defined by a constant value over each part of its domain. You can write absolute value functions and step functions as piecewise functions so they're easier to graph.

What is the 2 times the absolute value of x minus three?

It is either 2|x| - 3 or 2|x-3| depending on if the minus three is part of the absolute value.

What is the absolute value of 0-6?

6

Is share premium is part of paid up capital?

No, share value at par is considered while calculating paid up capital.

Does x divided by absolute value of x cancel out to 1?

no it does not because the absolute value is still present in the equation, and everything in the absolute value part will be positive since it can never be negative. Hence x=-1 the equation would set out as -1/l-1l=-1/+1=-1 So when x is -1 y is negative one. however if you plug in positive one it will equal one, but the absolute value has its own conditions that i mentioned earlier

What is total impedance of a circuit when the resistance is 15k ohms and the capacitive reactance is 10k ohms?

You can write this as a complex number; the resistance is the real part, the reactance is the imaginary part (negative, for a capacitive reactance): 15 + j10 kilohms. ("j" is used instead of "i", to avoid confusion with current, which is symbolized by "i".) This is in rectangular coordinates; with a scientific calculator you can use rectangular --> polar conversion, to get the absolute value and the angle. To get just the absolute value, use Pythagoras' Theorem, which in this case gives about 18 kilohms.You can write this as a complex number; the resistance is the real part, the reactance is the imaginary part (negative, for a capacitive reactance): 15 + j10 kilohms. ("j" is used instead of "i", to avoid confusion with current, which is symbolized by "i".) This is in rectangular coordinates; with a scientific calculator you can use rectangular --> polar conversion, to get the absolute value and the angle. To get just the absolute value, use Pythagoras' Theorem, which in this case gives about 18 kilohms.You can write this as a complex number; the resistance is the real part, the reactance is the imaginary part (negative, for a capacitive reactance): 15 + j10 kilohms. ("j" is used instead of "i", to avoid confusion with current, which is symbolized by "i".) This is in rectangular coordinates; with a scientific calculator you can use rectangular --> polar conversion, to get the absolute value and the angle. To get just the absolute value, use Pythagoras' Theorem, which in this case gives about 18 kilohms.You can write this as a complex number; the resistance is the real part, the reactance is the imaginary part (negative, for a capacitive reactance): 15 + j10 kilohms. ("j" is used instead of "i", to avoid confusion with current, which is symbolized by "i".) This is in rectangular coordinates; with a scientific calculator you can use rectangular --> polar conversion, to get the absolute value and the angle. To get just the absolute value, use Pythagoras' Theorem, which in this case gives about 18 kilohms.

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How can you use solving equations in real life?

School is part of real life... if you are using equations in school that is real.

What properties of quality are frequently used to solve linear equations?

Quality does not normally play any part in linear equations.

What is the solution to the system of these equations Y equals 2X and Y -X 3 is?

-1

What are absolute links?

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