Safety Avionics is facing a challenge in the market as a new competitor is introducing a radio at a lower price point, which necessitates a pricing strategy adjustment. In this essay, we will explore the target cost required to maintain a 25% profit margin, analyze the impact of changing the sales price, and determine the target cost while keeping the profit level stable with a 10% increase in sales.
To determine the target cost for achieving a 25% profit margin, we need to consider the desired profit level as a percentage of sales. Safety Avionics currently sells radios for $1800 each, and each radio costs $1400 to make.
Profit Margin = (Sales Price – Cost Price) / Sales Price Profit Margin = ($1800 – $1400) / $1800 = $400 / $1800 = 0.2222 or 22.22%
Currently, Safety Avionics is operating at a profit margin of approximately 22.22%. To achieve a 25% profit margin, the target cost can be calculated as follows:
Target Cost = Sales Price – (Desired Profit Margin x Sales Price) Target Cost = $1800 – (0.25 x $1800) = $1800 – $450 = $1350
Therefore, the target cost to maintain a 25% profit margin is $1350 per radio.
If Safety Avionics decides to lower the sales price to $1600 per radio to compete with the new competitor, we need to assess the impact on operating profit. Currently, they sell 1000 radios per year.
Current Operating Profit = (Sales Price – Cost Price) x Number of Radios Sold Current Operating Profit = ($1800 – $1400) x 1000 = $400 x 1000 = $400,000
New Operating Profit with Lowered Sales Price = ($1600 – $1400) x 1000 = $200 x 1000 = $200,000
The change in operating profit can be calculated as follows:
Change in Operating Profit = New Operating Profit – Current Operating Profit Change in Operating Profit = $200,000 – $400,000 = -$200,000
So, if Safety Avionics lowers the sales price to $1600, the operating profit would decrease by $200,000.
If the Marketing Department’s prediction holds true, and a 10% increase in sales occurs even with the lower sales price of $1600, the new sales volume would be:
New Sales Volume = Current Sales Volume + (Current Sales Volume x Sales Increase Percentage) New Sales Volume = 1000 + (1000 x 0.10) = 1000 + 100 = 1100 radios
To maintain the same profit level with this increased sales volume, we can calculate the target cost as follows:
Target Cost = (Sales Price – Desired Profit Margin x Sales Price) / New Sales Volume Target Cost = ($1600 – 0.25 x $1600) / 1100 = ($1600 – $400) / 1100 = $1200 / 1100 ≈ $1.09
In summary, Safety Avionics faces a pricing challenge due to a new competitor entering the market with a lower-priced radio. To maintain a 25% profit margin, they should target a cost of $1350 per radio. If they reduce the sales price to $1600, their operating profit would decrease by $200,000. However, if they maintain the same profit level with a 10% increase in sales, the target cost per radio should be approximately $1,090. Safety Avionics must carefully consider these factors to make informed pricing decisions and remain competitive in the market.
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