Determine whether the following sentence below is a Proposition or Not a proposition. 1. Go ahead. 2. Are you afraid of the dark?
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Determine whether the following sentence below is a Proposition or Not a proposition.
1. Go ahead.
2. Are you afraid of the dark?
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- Statements: Some dogs are bats. Some bats are cats. Conclusions: Some dogs are cats. Some cats are dogs. Group of choices: A. Only (1) conclusion follows B. Only (2) conclusion follows C. Either (1) or (2) follows D. Neither (1) nor (2) follows E. Both (1) and (2) followThree forms of negation are given for each statement. Which is correct?a. Some people like mathematics.1. Some people dislike mathematics.2. Everybody dislikes mathematics.3. Everybody likes mathematics.b. Everyone loves ice cream.1. No one loves ice cream.2. Everyone dislikes ice cream.3. Someone doesn’t love ice cream.c. All people are tall and thin.1. Someone is short and fat.2. No one is tall and thin.3. Someone is short or fat.d. Some pictures are old or faded.1. Every picture is neither old nor faded.2. Some pictures are not old or faded.3. All pictures are not old or not faded.Consider the following propositions: F is the proposition "You are a fish." S is the proposition "You like to swim." W is the proposition "You drink water." H is the proposition "You are human." Write the following propositions symbolically using the above variables: (a) If you are human then you like to swim. (b) If you like to swim then you are a fish. 1 (c) If you do not like to swim then you do not drink water. (d) If you are a human then either you are a fish or you drink water. (e) You are a fish, you do not drink water, and you like to swim.
- Choose the Correct statement For light, we can call white a tertiary color because RED + BLUE + GREEN = WHITE. For light, we can call white a tertiary color because GREEN + MAGENTA = WHITE. We cannot call white a tertiary color. For light, we can call white a tertiary color because YELLOW + MAGENTA + CYAN = WHITE.Consider the statement if anything is a rose then that thing smells sweet which of the following statements provide the best interpretation of the statement One thing smells as sweet as a rose if anything smells sweet than it is a roses things don't smell sweet unless they are roses roses smell sweetThree forms of negation are given for each statement. Which is correct?a. Nobody is perfect.1. Everyone is imperfect.2. Everyone is perfect.3. Someone is perfect.b. All swimmers are tall.1. Some swimmer is not tall.2. There are no tall swimmers.3. Every swimmer is short.c. Every planet is cold and lifeless.1. No planet is cold and lifeless.2. Some planet is not cold and not lifeless.3. Some planet is not cold or not lifeless.d. No bears are hungry.1. Only bears are hungy.2. All bears are hungry.3. There is a hungry bear.
- solve using paython language and take screenshot contains the code6. For each of these arguments, explain which rules of inference are used for each step. a. "Doug, a student in this class, knows how to write programs in JAVA. Everyone who knows how to write program in JAVA can get a high paying job. Therefore, someone in this class can get a high-paying job" b. "Somebody in this class enjoys whale watching. Every person who enjoys whale watching cares about ocean pollution. Therefore, there is a person in this class who cares about ocean pollution"1. Your objective is to guide a robot through a labyrinth. 1. Your objective is to guide a robot through a labyrinth. The robot begins at the maze's middle, looking north. You have the option of facing the robot north, east, south, or west. You may tell the robot to travel ahead a particular distance, but it will halt if it comes too close to a wall. i. Create a problem statement for this situation. What is the size of the state space? ii. The only location we need to turn while traversing a labyrinth is at the junction of two or more passageways. This remark may be used to reformulate the issue. What is the current size of the state space? iii. We may go in any of the four directions from any point in the labyrinth until we reach a turning point, and that is the only action we need to do. Using these steps, rephrase the issue. Is it necessary to maintain track of the robot's orientation at this point? iv. We already abstracted from the actual world in our original description…
- ¬∀x∀y∃z P(x, y, z) has the same truth value as ___. Group of answer choices ¬∃x∃y∀z P(x, y, z) ∀x∀y∃z ¬P(x, y, z) ∃x∃y∀z P(x, y, z) ∃x¬∀y∃z P(x, y, z) ¬∀x∀y A(x, y) has the same truth value as ___. ∀x¬∃y A(x, y) ∃x¬∀y A(x, y) ∀x∀y ¬A(x, y) ∀x∃y ¬A(x, y) ¬∃x∀y∃z (x – y < z) has the same truth value as ___. ∀x∃y∀z (x – y ≥ z) ∀x∃y∃z (x – y ≥ z) ∃x∀y∃z (x – y < z) ∀x∃y∀z (x – y > z)What is meant by a “manipulator?” Can you give some examples?Please help