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Imagine That a Multivariate E-Mail Test Has Been Conducted by the American

question 33

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Imagine that a multivariate e-mail test has been conducted by the American Savings Association (ASA).The results are shown below.The five manipulations appear as the column headers while the data beneath each column notes the contribution (to click-through)made by that manipulation when it is present or absent.  Recipient  Personalization  Images  Subject Line  From Address  Length  Positive  (present)  (yes)  (short)  (personalized)  (short)  Contribution +7.6%+3.4%+2.2%+.2%+2.9% Negative  (absent)  (no)  (long)  (ASA)  (long)  Contribution 10.2%.2%2.2%.1%3.1%\begin{array} { l c c c c c } \hline & \begin{array} { c c c c } \text { Recipient } \\\text { Personalization }\end{array} & \text { Images } & \text { Subject Line } & \text { From Address } & \text { Length } \\\hline \text { Positive } & \text { (present) } & \text { (yes) } & \text { (short) } & \text { (personalized) } & \text { (short) } \\\text { Contribution } & + 7.6 \% & + 3.4 \% & + 2.2 \% & + .2 \% & + 2.9 \% \\\text { Negative } & \text { (absent) } & \text { (no) } & \text { (long) } & \text { (ASA) } & \text { (long) } \\\text { Contribution } & - 10.2 \% & - .2 \% & - 2.2 \% & - .1 \% & - 3.1 \% \\\hline\end{array}
Which manipulation has the greatest overall effect on click-through? Which manipulation has the least overall effect? Why?

Understand the relationship between capacitance and circuit behavior.
Calculate resistive and capacitive current in RLC parallel circuits.
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Calculate inductance in RLC series circuits.

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