Q4] The price of one icecream is $8.
The price of one chocolate is $n.
Write an expression for the total cost of:
a) Two ice creams and two chocolates
b) Three ice creams and six chocolates
Answers
Answer:
16 + 2n is your final answer
Answer:
a) Total cost of two ice creams and chocolates is $(16+2n).
b) Total cost of three ice creams and chocolates is $(24+3n).
Step-by-step explanation:
a) The price of one ice cream is $8.
The price of two ice cream = $8×2 = $16
The price of one chocolate is $n.
The price of two chocolates = $n×2 = $2n
The price of two ice creams and chocolates are $16 and $2n.
Thus, the total cost of two ice creams and chocolates is $(16+2n).
b) The price of one ice cream is $8.
The price of three ice creams = $8×3 = $24
The price of one chocolate is $n.
The price of three chocolates = $n×3 = $3n
The price of three ice creams and chocolates are $24 and $3n.
Thus, the total cost of three ice creams and chocolates is $(24+3n).