Problem 2
Insert the symbol \(<,>, \leq\) or \(\geq\) to make each pair of inequalities equivalent. $$ -7 t \geq 56 ; t \square-8 $$
Problem 3
Electrical Power: The power rating \(P,\) in watts, of an electrical appliance is determined by $$ P=I \cdot V $$ where \(I\) is the current, in amperes, and \(V\) is the voltage, measured in volts. If the appliances in a kitchen require 30 amps of current and the voltage in the house is 115 volts, what is the wattage of the kitchen?
Problem 8
Size of a League Schedule. When all \(n\) teams in a league play every other team twice, a total of \(N\) games are played, where $$ N=n^{2}-n $$ If a soccer league has 7 teams and all teams play each other twice, how many games are played?
Problem 10
Solve and check. Label any contradictions or identities. $$6 z+3=-45$$
Problem 11
Translate to an inequality. The temperature is at most \(-3^{\circ} \mathrm{C}\)
Problem 12
Translate to an inequality. The credit-card debt of the average college freshman is at least \(\$ 2000 .\)
Problem 15
Graph on the number line. $$ x \leq 7 $$
Problem 21
Graph on the number line.
$$
-3
Problem 22
Convert to decimal notation. $$ 0.38 $$
Problem 24
Convert to decimal notation. $$ 150 \% $$