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OpenStudy (asf_jerome):

what is linear and nonlinear functions

OpenStudy (confluxepic):

\(\huge\color{blue}{Welcome~To~OpenStudy!}\) Did you know this is OpenStudy Feedback. Click the "Find More Subjects" button at the top to find the correct section. @ASF_Jerome

OpenStudy (anonymous):

A linear function has an equation that can be written in the form of y mx b. Equations whose graphs are not straight lines are called nonlinear functions. Some nonlinear functions have specific names. A quadratic function is nonlinear and has an equation in the form of y ax2 bx c, where a 0.

OpenStudy (confluxepic):

This may help though. http://www.glencoe.com/sec/math/prealg/prealg05/study_guide/pdfs/prealg_pssg_G112.pdf

OpenStudy (asf_jerome):

thx

sammixboo (sammixboo):

\(\huge \rlap{\bbox[2.9pt, ,border:6.8px solid #2aacd7 ]{\Huge\color{blueviolet}{\rm \fbox{Welcome}}}}\hspace{127pt}\huge \rlap{\bbox[3.3pt, ,border:7px solid #2aacd7 ]{\Huge\color{blueviolet}{\rm \fbox{to}}}}\) \(\huge \color{blueviolet}{\heartsuit^{\LARGE \heartsuit^{\Large \heartsuit}}}\) \(\huge \color{blueviolet}{\heartsuit^{\LARGE \heartsuit^{\Large \heartsuit}}}\) \(\huge \huge \rlap{\bbox[5pt, ,border:8px solid #2aacd7 ]{\Huge\color{#84c73c}{\rm \fbox{OpenStudy}}}}\) True this is in the wrong subject, but a linear function is when the functions makes a straight line and a non-linear is the opposite. There is many ways to tell if a function is linear, but a linear functions have no exponents

OpenStudy (anonymous):

yep

OpenStudy (confluxepic):

You're welcome. ^_^

sammixboo (sammixboo):

That's one way Another way is through a table. If both sides are increasing/decreasing by a common number then it is linear. If not, then it is nonlinear |dw:1426693206432:dw|

sammixboo (sammixboo):

Ugh drawing fdidn't finish let me finish it xD

sammixboo (sammixboo):

|dw:1426693352307:dw|

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