WGUl C957l Finall Examl (Latestl 2026/l 2027l Update)l Appliedl Algebral Guide|l 100%l Verifiedl Questionsl &l Answersl |l Gradel A
Q:l exponent
Answer:
Al mathematicall notationl -l al superscriptl -l thatl definesl thel numberl ofl timesl al numberl isl multipliedl byl itself.
Q:l exponentiall function
Answer:
Al functionl thatl hasl anl extremelyl rapidl increasel orl decreasel inl quantityl inl proportionl tol itsl currentl value;l itsl forml isl f(x)l =l b^2.
Q:l extrapolation
Answer:
Al methodl ofl insertingl newl datal pointsl outsidel thel rangel ofl al knownl setl ofl datal points.l ("Extra"l meansl outside.)
Q:l f(x)l =l mx
Answer:
Al veryl basicl function;l itl meansl thatl thel functionl ofl xl isl thel productl ofl al constantl multipliedl byl al variablel input,l x.
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Q:l f(x)l =l mxl +b
Answer:
Al basicl commonl function;l itl meansl thatl thel functionl ofl xl isl thel productl ofl al constantl multipliedl byl al variablel input,l x,l plusl anotherl constant,l b.
Q:l function
Answer:
Al relationl basedl onl al setl ofl inputsl andl al setl ofl possiblel outputsl wherel eachl inputl isl relatedl tol exactlyl onel output.
Q:l functionl notation
Answer:
Thel conventionall wayl tol writel al function,l precisel enoughl tol describel thel functionl withoutl al longl writtenl explanation.
Q:l functionl ofl bestl fit
Answer:
Al functionl thatl bestl representsl givenl datal points.
Q:l functions
Answer:
Al relationl basedl onl al setl ofl inputsl andl al setl ofl possiblel outputsl wherel eachl inputl isl relatedl tol exactlyl onel output.
Q:l generall trend
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Answer:
Al patternl ofl graduall changel inl al consistentl direction,l representedl byl al linel orl curvel onl al graph.
Q:l globall maximum
Answer:
Thel maximuml overl thel entirel rangel ofl al function.
Q:l globall minimum
Answer:
Thel minimuml overl thel entirel rangel ofl al function.
Q:l graph
Answer:
Al diagraml showingl thel relationshipl betweenl variablel quantitiesl onl twol axesl drawnl atl rightl angles.
Q:l graphs
Answer:
Al diagraml showingl thel relationshipl betweenl variablel quantitiesl onl twol axesl drawnl atl rightl angles.
Q:l horizontall asymptote
Answer:
Onl al graph,l al horizontall linel parallell tol thel x-axisl thatl al function'sl curvel approachesl butl doesl notl touch,l evenl tol infinity.
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