attention. this is a \fill in the blank\ answer - type. for canvas to recognize the correct answer, there…

attention. this is a \fill in the blank\ answer - type. for canvas to recognize the correct answer, there must be no typos, no extra spaces, etc. so be very careful entering your answer. use > for horseshoe. use lower - case v for wedge. here is a model sentence to guide you: ~(a > b) v (~c & d)\nd: \dave swims.\\ne: \ed swims.\\nj: \joe swims.\\ns: \sue swims.\\ntranslate the following sentence: \dave and ed will swim, if either joe swims or sue swims.\\n(d&e) > (jvs)

attention. this is a \fill in the blank\ answer - type. for canvas to recognize the correct answer, there must be no typos, no extra spaces, etc. so be very careful entering your answer. use > for horseshoe. use lower - case v for wedge. here is a model sentence to guide you: ~(a > b) v (~c & d)\nd: \dave swims.\\ne: \ed swims.\\nj: \joe swims.\\ns: \sue swims.\\ntranslate the following sentence: \dave and ed will swim, if either joe swims or sue swims.\\n(d&e) > (jvs)

Answer

Brief Explanations:

The statement "Dave and Ed will swim, if either Joe swims or Sue swims" is a conditional statement. The antecedent (the 'if' part) is the disjunction of "Joe swims" (represented by J) and "Sue swims" (represented by S), written as JvS. The consequent (the result part) is the conjunction of "Dave swims" (represented by D) and "Ed swims" (represented by E), written as D&E. In logical notation, a conditional is represented by >. So the translation is (D&E) > (JvS).

Answer:

(D&E) > (JvS)