What is the value of $(a\text{ AND NOT }b)$ when a is true and b is false?

Evaluate $((P\text{ OR }Q)\text{ AND NOT }R)$ when P is false, Q is true, and R is false.

For P true, Q false, and R false, what is the value of $((P\text{ AND NOT }Q)\text{ OR NOT }R)$?

Find the value of $(\text{NOT }(P\text{ OR }Q)\text{ AND }R)$ when P is false, Q is false, and R is true.

When P is false, Q is true, and R is true, what does $(P\text{ OR }(Q\text{ AND NOT }R))$ evaluate to?

Evaluate $(\text{NOT }P\text{ AND }(Q\text{ OR }R))$ for P false, Q false, and R true.

What is the value of $((P\text{ AND NOT }Q)\text{ OR }R)$ when P is true, Q is true, and R is false?

For P true, Q true, and R false, evaluate $(\text{NOT }(P\text{ AND }Q)\text{ OR }R)$.

If P is true, Q is false, and R is false, what is $P\text{ AND }(Q\text{ OR NOT }R)$?

Evaluate $((\text{NOT }P\text{ OR }Q)\text{ AND }R)$ when P is true, Q is false, and R is true.

A truth table has columns for $P\text{ OR }Q$, $P\text{ AND }Q$, and $\text{NOT }P$. On the row where P is true and Q is false, what appears in those columns in order?

Complete this truth-table row: P is false and Q is false. For $P\text{ OR }Q$, $P\text{ AND }Q$, and $\text{NOT }P$, what are the results in order?

In a truth table, P and Q are both true. What are the values of $P\text{ OR }Q$, $P\text{ AND }Q$, and $\text{NOT }P$ in that order?

For the row P false and Q true, fill the columns $P\text{ OR }Q$, $P\text{ AND }Q$, and $\text{NOT }Q$.

A table includes $P\text{ AND NOT }Q$, $\text{NOT }P\text{ OR }Q$, and $P\text{ OR }Q$. When P is true and Q is false, which row is correct?

For P false and Q true, what are the values of $P\text{ AND NOT }Q$, $\text{NOT }P\text{ OR }Q$, and $P\text{ OR }Q$?

On a truth-table row, P is false and Q is true. What is the value of $(P\text{ OR }Q)\text{ AND NOT }P$?

When P is true and Q is false, what values belong under $P\text{ OR }Q$, $\text{NOT }(P\text{ AND }Q)$, and $\text{NOT }Q$?

For which values is $(x>10)\text{ OR }(y=0)$ true?

Which pair makes $(x<5)\text{ AND }(y\ge 8)$ true?

Choose the values that make $(\text{NOT }(x=7))\text{ AND }(y<2)$ true.

For which pair is $(x\ge 12)\text{ OR NOT }(y>4)$ true?

A fan turns on when $(\text{temperature}\ge 20)\text{ AND NOT raining}$ is true. Which situation turns on the fan?

Which assignment makes $P\text{ AND }(Q\text{ OR }R)$ true?

A score passes a challenge when $(\text{score}\ge 70)\text{ AND }(\text{attempts}<3)$. Which record passes?

An alarm sounds when $(\text{NOT doorOpen})\text{ OR alarmOn}$ is true. Which input pair means the alarm does NOT sound?

A school portal grants access when $\text{isStudent AND paidFee}$ is true. Which expression correctly means that access is not granted?

A login succeeds when $\text{NOT locked AND passwordMatches}$ is true. Which condition means the login does not succeed?

A warning appears when $\text{temperatureHigh OR smokeDetected}$ is true. What condition means no warning appears?

A club accepts someone when $\text{hasPermission AND }(\text{isMember OR isGuest})$ is true. Which expression is its negation?

A notification is sent when $\text{emailValid AND NOT unsubscribed}$ is true. Which expression means no notification is sent?

A game opens a bonus when $\text{levelComplete OR hasPass}$ is true. Which condition means the bonus does not open?

The figure shows one logic gate. Inputs use 1 for true and 0 for false. Which statement identifies the gate and its output?

Read the one-gate figure, where 1 means true and 0 means false. What gate is shown and what is its output?

The figure contains a single gate with an input value of 1. What does the figure show?

Use the gate shape and the labeled input lines in the figure. Which description is correct?

The figure shows one unnamed logic gate with two input values. Identify the gate and its output.

Look at the single-gate figure. Inputs are written as 1 and 0. Which option matches the gate shape and output?

Inspect the gate in the figure and determine its output from the two labeled inputs.

The figure shows two gates in a chain. The output of the first gate becomes the input of the second. What are the first output and final output, in order?

Read the two-gate chain in the figure. What values appear after the first gate and at the final output?

The diagram has two wired gates. Determine the intermediate value and then the final value.

Use the gate shapes and input values in the chained figure. Which pair of values is correct?

The figure shows a first gate feeding a second gate. What are the intermediate and final output values?

A cinema gives a discount to visitors younger than 13 or visitors age 65 and older. The variable age is a whole number. Which expression is true for exactly the visitors who get the discount?

A school app enables a Submit button only when a student is signed in and has completed a profile. Which Boolean expression describes the rule?

A printer displays an alert if the toner is low, the paper tray is empty, or both. Which expression should the program use?

A tournament registration is allowed only for players who are at least 14 and have submitted a consent form. Which condition is correct?

A security buzzer should sound whenever a door is not closed. The variable doorClosed is true when the door is closed. Which expression controls the buzzer?

A greenhouse waters plants only when the soil is dry and rain is not detected. Which expression matches this rule?