Question

define the term error​

Answer 1

Answer:

a mistake

Explanation:

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Answer 2

Answer:

$\huge \mathcal{ \red{ \ \star\boxed{ \:What \: Is \: an \: Error \: Term?}}} \\ \blue{ \mathbf{An \: error \: term \: is \: a \: residual \: variable } } \\ \blue{ \mathbf{ produced \: by \: a \: statistical \: or \: mathematical  }} \\ \blue{ \mathbf{ model, which \: is \: created \: when \: the \: model }} \\ \blue{\mathbf{ does \: not \: fully \: represent \: the \: actual }} \\ \blue{\mathbf{ relationship \: between \: the \: independent }} \\ \blue{\mathbf{variables \: and \: the \: dependent \: variables. \: As \: a }} \\ \blue{\mathbf{result \: of \: this \: incomplete \: relationship, the }} \: \\ \blue{\mathbf{ error \: term \: is \: the \: amount \: at \: which \: the }} \\ \blue{\mathbf{ equation \: may \: differ \: during \: empirical \: analysis.}} \\ \\ \orange{ \mathbf{ The \: error \: term \: is \: also \: known \: as \: the }} \\ \orange{ \mathbf{ residual, disturbance, or \: remainder \: term,  }} \\ \orange{ \mathbf{ and \: is \: variously \: represented \: in \: models \: by \:  }} \orange{ \mathbf{ the \: letters \:  e, ε, or \: u.</p><p> }} \\ \\ \boxed{ \pink{ \mathrm{Hope \: it \: clear! }}}$

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