How To Graph Absolute Value Functions - Domain & Range
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- Опубликовано: 7 фев 2025
- This Algebra video provides a basic introduction into graphing absolute value functions using transformations and data tables. It explains how to find the domain and range of absolute value functions.
Domain & Range - Free Formula Sheet: bit.ly/4eheN2W
Absolute Value Equations:
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Domain & Range - Free Formula Sheet: bit.ly/4eheN2W
Absolute Value Equations - More Videos: www.video-tutor.net/absolute-value-equations.html
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What absolute value functions are the easiest
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Can anybody explain why in 3:14, if there is |x+2| in the equation, why is the graph going to the left side of x value (negative) by 2 units? And in 4:25, if the equation is |x-3| why is the graph going to the right side of x value (positive) by 3 units?
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3:16 why did we shift two units to the left?
because since its in the two lines, its always the opposite direction it would normally be, (-5 would go right 5 units) (5 would go left 5 units)
@@avadittmar4460 Is that how it is for absolute value functions only? Also I don't get the "since it is in the two lines" part
well its been 2 months dont know of this’ll still be useful but when there’s a function with an x inside of some barrier (parentheses, absolute values etc.) then its always the opposite.
think of it as being a liar almost.
so for example y = (x-6) would shift 6 to the right because it has a negative symbol, so you do the opposite.
jm pretty sure this is for EVERY kind of function not just absolute values.
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3:24 why did it shift two units to the left
Because the numbers inside the “cage”( | |) transforms into their opposite and in this case +2 becomes -2
@@thayirisfigueroa6081well i noticed that not only in absolute values but also in this kind of expressions (x+3)² for eg so is it the same thing the square turns -3 to 3 🫠🥲
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