Expressions
for Each Expression at Left, Indicate Its Value in the Right

question 1

Essay

Expressions
For each expression at left, indicate its value in the right column. List a value of appropriate type and capitalization.
e.g., 7 for an int, 7.0 for a double, "hello" for a String, true or false for a boolean.
$\begin{array}{l}\underline{ \text { Expression } }& \underline{ \text { Value }} \\8-2 * 3+(5-1) & \underline{ \text { }} \underline{ \text { }} \underline{ \text { }} \underline{ \text { }} \underline{ \text { }} \underline{ \text { }} \\10-2+" 6 "+3 * 25+(33-3)+9 & \underline{ \text { }} \underline{ \text { }} \underline{ \text { }} \underline{ \text { }} \underline{ \text { }} \underline{ \text { }}\\19 \div 8=3 \& \& 2=7 / 3 & \underline{ \text { }} \underline{ \text { }} \underline{ \text { }} \underline{ \text { }} \underline{ \text { }} \underline{ \text { }}\\1.0 / 2+(4.5-1.5)-7 / 2 & \underline{ \text { }} \underline{ \text { }} \underline{ \text { }} \underline{ \text { }} \underline{ \text { }} \underline{ \text { }} \end{array}$

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Definitions:

Compounded Semi-Annually

Interest that is computed and added to the original amount every six months, resulting in compound interest.

Compounded Annually

A method where interest is added to the principal balance once a year, affecting the total interest earned or paid.

Compounded Monthly

A method of calculating interest where interest earned is added to the principal monthly, so each subsequent interest calculation is on an increased amount.

Monthly Compounding

A method of calculating interest whereby the interest is calculated and added to the principal amount at the end of each month.