2÷256=128 then subtract 128-12=116
In January, Meghan made 12 fewer sales calls than Paul. Together they made 256 calls. To solve for the number of calls Meghan made, we can set up a simple algebraic equation.
Let's define the variables: Let P = the number of calls Paul made. Let M = the number of calls Meghan made.
According to the question, we can set up the following equations:
M = P - 12 (Meghan made 12 fewer calls than Paul)
P + M = 256 (Together, they made 256 calls)
Substitute the value of M from the first equation into the second equation: P + (P - 12) = 256
2P - 12 = 256
2P = 268 (Add 12 to both sides)
P = 134 (Divide both sides by 2)
Now, substitute the value of P into the equation for M:
M = 134 - 12
M = 122
Thus, Meghan made 122 sales calls in January.
Meghan made 122 sales calls in January, which is 12 fewer calls than Paul. If Paul made 134 calls, Meghan made 122 calls by subtracting 12 from Paul's total. Together, they made a total of 256 calls.
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