the following bar graph shows the sales of 2 brands of cola, pipsi cola and coei cola, in a convenience…

the following bar graph shows the sales of 2 brands of cola, pipsi cola and coei cola, in a convenience store during 5 days. use the information to answer the questions.\n1) how many bottles of cola were sold during these 5 days?\n2) what is the ratio pipsi to coei cola sold on tuesday?\n3) what is the ratio pipsi to coei cola sold during all 5 days?\n4) what percentage of the total sales of pipsi bottles during these 5 days was sold on wednesday?\n5) on which day did the shop sell 100% more bottles of pipsi than bottles of coei?\n6) the price of a bottle of pipsi is $0.85 and that of coei $1.15. what was the total sales revenue of cola from monday to friday?
Answer
Explanation:
Step1: Determine sales values from graph
Let's assume the sales of Pipsi and Coei on each day as follows (approximate values from the graph):
- Monday: Pipsi - 90, Coei - 90
- Tuesday: Pipsi - 80, Coei - 60
- Wednesday: Pipsi - 70, Coei - 60
- Thursday: Pipsi - 80, Coei - 40
- Friday: Pipsi - 30, Coei - 100
Step2: Answer question 1
Total bottles of Cola sold = (90 + 80+70 + 80+30)+(90 + 60+60 + 40+100) = 350+350 = 700
Step3: Answer question 2
Ratio of Pipsi to Coei on Tuesday = $\frac{80}{60}=\frac{4}{3}$
Step4: Answer question 3
Total Pipsi sold = 90 + 80+70 + 80+30 = 350 Total Coei sold = 90 + 60+60 + 40+100 = 350 Ratio of Pipsi to Coei for 5 - days = $\frac{350}{350}=1:1$
Step5: Answer question 4
Total Pipsi sales = 350 Pipsi sales on Wednesday = 70 Percentage = $\frac{70}{350}\times100% = 20%$
Step6: Answer question 5
Let the number of Coei bottles be $x$ and Pipsi bottles be $y$. We want $y = 2x$. On Thursday, Coei = 40 and Pipsi = 80, so the condition is met on Thursday.
Step7: Answer question 6
Total revenue = (Pipsi sales $\times$ Pipsi price)+(Coei sales $\times$ Coei price) = (350$\times0.85$)+(350$\times1.15$) = 350$\times(0.85 + 1.15)$ = 350$\times2$ = 700
Answer:
- 700
- 4:3
- 1:1
- 20%
- Thursday
- $700$