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Mara is 
m years old, and her younger brother Kyle is 
k years old. If Mara is 3 years older than Kyle, which of the following correctly expresses 
k in terms of 
m ?
Choose 1 answer:
(A) 
k=m+3
(B) 
k=m-3
(c) 
k=3m
(D) 
k=3-m

Mara is m m years old, and her younger brother Kyle is k k years old. If Mara is 33 years older than Kyle, which of the following correctly expresses k k in terms of m m ?\newlineChoose 11 answer:\newline(A) k=m+3 k=m+3 \newline(B) k=m3 k=m-3 \newline(C) k=3m k=3 m \newline(D) k=3m k=3-m

Full solution

Q. Mara is m m years old, and her younger brother Kyle is k k years old. If Mara is 33 years older than Kyle, which of the following correctly expresses k k in terms of m m ?\newlineChoose 11 answer:\newline(A) k=m+3 k=m+3 \newline(B) k=m3 k=m-3 \newline(C) k=3m k=3 m \newline(D) k=3m k=3-m
  1. Given Information: We are given that Mara is mm years old and Kyle is kk years old. The problem states that Mara is 33 years older than Kyle. This can be written as an equation: m=k+3m = k + 3.
  2. Isolating kk: To find kk in terms of mm, we need to isolate kk in the equation. We do this by subtracting 33 from both sides of the equation: m3=km - 3 = k.
  3. Final Answer: Now that we have isolated kk, we can see that kk is equal to mm minus 33, which corresponds to one of the answer choices.

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