Each month Ms. Tanaka is paid a base salary of $2,500 in addition to $100 for each television that she sells. This is modeled by 2,500 + 100t, where t represents the number of televisions. Evaluate for t = 12 to find how much Ms. Tanaka will earn for selling 12 televisions this month.(1 point)
Responses
$2,612
$2,612
$2,600
$2,600
$31,200
$31,200
$3,700
To find out how much Ms. Tanaka will earn for selling 12 televisions this month, we need to substitute t = 12 into the equation 2,500 + 100t.
Evaluating the equation for t = 12, we get:
2,500 + 100(12) = 2,500 + 1,200
2,500 + 1,200 = 3,700
Therefore, Ms. Tanaka will earn $3,700 for selling 12 televisions this month.
The correct response is $3,700.
To find out how much Ms. Tanaka will earn for selling 12 televisions this month, we need to evaluate the expression 2,500 + 100t, where t represents the number of televisions.
For t = 12, we substitute t = 12 into the expression:
2,500 + 100(12)
Now, we can simplify the expression:
2,500 + 1,200
By adding the two numbers, we get the final answer:
2,500 + 1,200 = $3,700
Therefore, Ms. Tanaka will earn $3,700 for selling 12 televisions this month.
To find out how much Ms. Tanaka will earn for selling 12 televisions this month, we need to substitute t = 12 into the expression 2,500 + 100t.
Evaluating 2,500 + 100(12), we get:
2,500 + 1,200 = $3,700
Therefore, Ms. Tanaka will earn $3,700 for selling 12 televisions this month.