Question

in a toy store, there is a collection of t toys. over the weekend, 30 toys are restocked. six customers purchase 5 toys each, and the toys are taken from the collection. by the end of the weekend, the collection has 80 toys. write the equation that represents this situation. select one: a. t + 30 + 6(5) = 80 b. t - 30 + 6(5) = 80 c. t + 30 - 6(5) = 80 d. t - 30 - 6(5) = 80

Explanation:

Step1: Define initial toy count

Let initial toys = $t$

Step2: Add restocked toys

Restocked: $+30$, so $t + 30$

Step3: Subtract purchased toys

Purchased: $6 \times 5$, so $t + 30 - 6(5)$

Step4: Set equal to final count

Final count = 80, so $t + 30 - 6(5) = 80$

Answer:

C. $t + 30 - 6(5) = 80$