1. Profit is the difference between revenue and cost. If 150 televisions ...
16 mrt 2023 · Answer. The profit for selling 150 televisions is $50,700. Explanation. Explanation.
Reorder and gather like terms:
2. Profit is the difference between revenue and cost. The If 150 ...
17 jun 2021 · If 150 televisions are sold, what is the profit? What shape can be formed by this net? a triangular prism a triangular ...
Answer
3. Profit is the difference between revenue and cost. the ... - Turito
If 150 televisions are sold, what is the profit? $ 56000; $ 50700; $ 48000 ... If x = 150, profit = 340*150 – 300 = $50,700. Related Questions to study.
Solution for the question - profit is the difference between revenue and cost. the revenue, in dollars,of a company that manufactures televisions can be modeled
4. Profit is the difference between revenue and cost. If the ... - Numerade
12 aug 2023 · Finally, we can find the profit by subtracting the cost from the revenue: Profit = Revenue - Cost = 52,883 - 143 = 52,740 dollars Therefore, the ...
VIDEO ANSWER: Let's say we have some input x, so we'll try to solve the equation using the convolution theorem, but first we need to know what it is, so let's …
5. At an auction, a company sells 150 television sets for an average of
9 jan 2020 · At an auction, a company sells 150 television sets for an average of $ 6.5 each. The production cost was $ 10000. How much loss did the company make?
Click here👆to get an answer to your question ✍️ at an auction a company sells 150 television sets for an average of 65
6. [PDF] x( )+b ( )+b ( ) ( )2 - Justanswer
Market research has shown that at a price of $230, 100 number of plasma TV's are sold and if ... Selling 150 plasma tv's results in a profit of $13,000. 8. What ...
7. A certain store sells televisions ranging in price for $500 ... - Doubtnut
7 aug 2024 · ... televisions sold is 150. - At $1000, the number of televisions sold is 250. 2. Calculate the revenue from televisions sold at $3500. - Revenue ...
To solve the problem, we need to calculate the revenue generated from televisions sold at two different price points: $3,500 and $1,000. We will then find the difference between these two revenues.
1. Identify the number of televisions sold at each price point. - From the graph, we find that: - At $3,500, the number of televisions sold is 150. - At $1,000, the number of televisions sold is 250.
2. Calculate the revenue from televisions sold at $3,500. - Revenue is calculated as: \( \text{Revenue} = \text{Price} \times \text{Number of Televisions Sold} \) - For $3,500: \( \text{Revenue}{3500} = 3500 \times 150 = 525000 \)
3. Calculate the revenue from televisions sold at $1,000. - For $1,000: \( \text{Revenue}{1000} = 1000 \times 250 = 250000 \)
4. Determine how much more revenue was collected from the $3,500 televisions compared to the $1,000 televisions. - We find the difference between the two revenues: \( \text{Difference} = \text{Revenue}{3500} - \text{Revenue}{1000} \) - Substituting the values: \( \text{Difference} = 525000 - 250000 = 275000 \)
5. Conclusion: - The store collected $275,000 more revenue from televisions sold at $3,500 than from those sold at $1,000.
Final Answer:
8. Profit is the difference between revenue and cost - Numerade
12 aug 2023 · ... televisions can be modeled by 3x2 160x 300. The variable x is the number of televisions sold: If 150 televisions are sold, what is the profit?
VIDEO ANSWER: Let's do this question. The sample of n is equal to 80 observations and the one left sample is 55 percent. The null hypothesis becomes H0 if p eq…
9. A dealer sold two TV sets for Rs 2400 each, gaining 20% on one set and ...
150. loss % = 2%; Loss = Rs. 190. loss % = 3%; Loss = Rs. 200. loss % = 4%. A ... Now, with this S.P. and for Profit % =S.P.−C.P.C.P.
Click here👆to get an answer to your question ✍️ a dealer sold two tv sets for rs 2400 each gaining 20 on one set
10. Find the product. (x-4)^(2) - Turito
The variable x is the number of televisions sold. If 150 televisions are sold, what is the profit? Profit is the difference between revenue and cost. The ...
Solution for the question - find the product. (x-4)^(2) x^(2)+4 '/> x^(2)-8x+16 '/> x^(2)+8x-16 '/> x^(2)-16 '/>
11. a store keeper earns a profit of rupees 250 on sale of one TV and a loss of ...
let x = the number of televisions he needs to sell. your equation becomes 0 = x * 250 - 300 * 150. simplify to get 0 = 250 * x - 45,000.
You can put this solution on YOUR website! positive profit is equal to negative loss. positive loss is equal to negative profit. looking at this from the profit perspective, then: net profit = profit minus loss. he sells 5700 televisions at a profit of 250 for each television to get a total profit of 5700 * 250 = 1,425,000 rupees. he sells 2500 laptops at a loss of 150 for each laptop to get a total loss of 2500 * 150 = 375,000 rupees. his total net profit is 1,425,000 minus 375,000 = 1,050,000 rupees. if he sells 300 laptops, how many televisions must he sell in order to break even (neither profit nor loss). let x = the number of televisions he needs to sell. your equation becomes 0 = x * 250 - 300 * 150. simplify to get 0 = 250 * x - 45,000. solve for x to get x = 45,000 / 250 = 180. he needs to sell 180 televisions to break even (neither profit nor loss). that's your solution. 180 * 250 - 300 * 150 = 0
12. [PDF] Math 150
The profit for selling 2 TV's is $12. IL. 10 TV's is $364 d) P(2) and P(10) ... If the revenue from the sale of x espresso makers is given by R(x) = 52x09 ...
