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Mara is mm years old, and her younger brother Kyle is kk years old. If Mara is 33 years older than Kyle, which of the following correctly expresses kk in terms of mm? Choose 11 answer:\newline(A) k=m+3k=m+3\newline(B) k=m3k=m-3\newline(C) k=3mk=3m\newline(D) k=3mk=3-m

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Q. Mara is mm years old, and her younger brother Kyle is kk years old. If Mara is 33 years older than Kyle, which of the following correctly expresses kk in terms of mm? Choose 11 answer:\newline(A) k=m+3k=m+3\newline(B) k=m3k=m-3\newline(C) k=3mk=3m\newline(D) k=3mk=3-m
  1. Equation for Mara's age: Write the equation that represents the relationship between Mara's age mm and Kyle's age kk. Since Mara is 33 years older than Kyle, we can express this as: m=k+3m = k + 3
  2. Solving for Kyle's age: Solve the equation for kk to express Kyle's age in terms of Mara's age.\newlineTo find kk, we subtract 33 from both sides of the equation:\newlinem3=km - 3 = k
  3. Expressing Kyle's age in terms of Mara's age: Choose the correct answer choice that represents the equation kk in terms of mm. The correct option that expresses kk in terms of mm is: k=m3k = m - 3