Break even point word problems worksheet

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Break even point word problems worksheet

Here is a collection of eight top problems for analyzing dead part with their related solutions. Balance analysis: Problem with solution #1. From the following items, calculate: (i) Balance point in terms of the value of sales and in units. (ii) Number of units to be sold to earn a profit rs. 90,000.Solution: Break-Even Analysis: Problem with Solution #2. From the following data, you should calculate: (a) P/V(b) Balance balance sales using the P/V ratio. (c) Sales required to earn profit Rs. 4,50,000 Fixed Expenses = Rs. 90,000Dimensable Unit Cost: Direct Material = Rs. 5Direct Work = Rs. 2Direct General Expenses = 100% of Direct Labour Sales Price per unit = Rs. 12.Solution: Balance Analysis: Problem with Solution #3. From the following data, you should calculate the break-even point and net sales value at this point: If sales are 10% and 25% above the volume break-even point, they determine net profit. Solution: Breakth point analysis: Problem with solution #4. From the following items, learn the break-even point: What should be the sales price per unit if the break-even point should be reduced to 6,000 units? Solution: Balance analysis: Problem with solution #5. Fixed costs amount to Rs. 50,000 and the percentage of variable costs for sales is given to be 66 2/3%. If 100% capacity sales are Rs. 3.00.000, find out the break-even point and sales percentage when it happened. Determine profit at 80% capacity: Solution: Break-Even Analysis: Problem with solution #6. From the following information, make sure whether the value of sales needs to be increased by the company to break-even: Solution: Break-Even Analysis: Problem with solution #7. Calculate: (i) The amount of fixed costs. (ii) The number of units to be balanced. (iii) The number of units that will earn profits rs. 40.000.The sales price per unit can be considered in Rs. 100.The company sold in two consecutive periods 7,000 units and 9,000 units and has suffered a loss of 10,000 rs. and earned Rs. 10,000 as a profit respectively. Solution: Balance analysis: Problem with solution #8. A company has a loss of Rs 40,000 and the related information is as follows: Sales Rs. 1,20,000; Variable cost Rs. 60,000; Fixed cost Rs. 1,00,000.Loss can be done good either by increasing the selling price or by increasing sales volume. What is I come to my equal sales if(s) the current level of sales is maintained and the sales price increases. (b) If the present selling price is maintained and the sales volume increases. What would sales be if a profit of Rs. 1.00.000 is required? Solution: In this lesson, you will learn to calculate the dead spot. We'll do it with some word problems What's the dead spot? In economics, break even point is when you don't make a profit and you don't lose money either with other Your income is equal to your expenses Say R = revenue and C = cost R = C Example #1: It costs a publishing company $50,000 to Books. 50,000 is a fixed cost or a cost that cannot be changed. To help the publishing company sell the books, a marketing company charges $4 for each book sold. If the company charges $9 per book, how many books should it sell to break even? Solution #1: Let x be the number of books sold Let C is the cost of production and sale x Books Let R is the revenue made for the sale x books R = selling price 1 book ? number of books made sold R = 9x C = fixed cost + variable cost variable cost = fee charged for 1 book ? number of books sold variable cost = 4x C = 50000 + 50000 + 50000 + 5 4x R = C 9x = 50000 + 4x 9x - 4x = 50000 + 4x - 4x 5x = 50000 x = 10000 of 5 ? 10000 = 50000 The dead spot is to sell 10000 books. Example #2: It costs a man $75 to buy the things he needs to make hot dogs. The city allows him to sell his hot dog somewhere near the town hall. However, the town hall charges him $1 for each hot dog sold Calculate the break point even if the price he charges for 1 hot dog is $1.50 Solution #2: Let x be the number of hot dogs sold Let C be the cost of buying and selling x hot dogs Let R is the proceeds made for the sale x hot dogs R = selling price 1 hot dog ? number of hot dogs sold R = 1.50x C = fixed cost + variable variable cost = fee charged for 1 hot dog ? number of hot dogs sold variable cost = 1x C = 75 + 1x R = C 1.50x = 75 + 1x 1.50x - 1x = 7 5 + 1x - 1x 0.5x = 75 x = 150 of 0.5 ? 150 = 75 The dead spot is to sell 150 hot dogs. A breakpoint type can occur and you can only use the formula to calculate the break-even point faster C = fixed cost + variable cost Let x be the number of items sold and let c (lowercase c) be the fee charged for each item sold variable cost = fee charged for each item sold ? number of items sold variable cost = c ? x C = fixed cost + c x Let it be the selling price of an item R = s ? x R = C sx = fixed cost + cx sx - cx + cx - cx = fixed cost x (s - c) = fixed cost Divide both sides of the equation with s - c In example 2 , fixed cost = $75, s = $1.50, and c = $1. To calculate the break-even point, simply put these numbers in the homepageAlgebra formula of August 18, 20 01:20 PMTop-notch introduction to physics. A stop resource in a deep understanding of important concepts in physics Read more new math lessons your email is safe with us. We'll only use it to let you know about new courses. Courses. Courses.

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