Question
The cost of an indispensable product is reduced or decreased by 3% and an additional cost $2 is imposed. Form an expression for cost in this situation.
0.98x + 2
0.97x + 2
0.97x + 3
0.97x + 5
0.98x + 2
0.97x + 2
0.97x + 3
0.97x + 5
Answers
GPT-4o mini
To form an expression for the situation described, let \( x \) represent the original cost of the product.
1. First, we reduce the cost by 3%. This means we are left with 97% of the original cost. Mathematically, this can be expressed as:
\[
0.97x
\]
2. Next, an additional cost of $2 is imposed. Thus, we add this additional cost to the reduced price:
\[
0.97x + 2
\]
Therefore, the correct expression for the cost in this situation is:
\[
\boxed{0.97x + 2}
\]
1. First, we reduce the cost by 3%. This means we are left with 97% of the original cost. Mathematically, this can be expressed as:
\[
0.97x
\]
2. Next, an additional cost of $2 is imposed. Thus, we add this additional cost to the reduced price:
\[
0.97x + 2
\]
Therefore, the correct expression for the cost in this situation is:
\[
\boxed{0.97x + 2}
\]