Gerald Boards produces two kinds of skateboards. Selected unit data for the two boards for the last quarter follow. Basco Boards Shimano Boards Production costs $ $ $ $ $ $ Direct materials 25.10 38.20 Direct labor 31.10 53.20 Allocated overhead 15.55 20.20 Total units produced and sold Total sales revenue 9,100 5,100 $456,450 $1,192,100 Gerald allocates production overhead using activity-based costing. It allocates delivery expense and sales commissions, which amount to $59,500 per quarter, to the two products equally. Required: a. Compute the per-unit cost for each product. (Round your answers to 2 decimal places.) Basco Boards Shimano Boards Cost per unit b. Compute the profit for each product. Basco Boards Shimano Boards Profit

Gerald Boards produces two kinds of skateboards. Selected unit data for the two boards for the last quarter follow. Basco Boards Shimano Boards Production costs $ $ $ $ $ $ Direct materials 25.10 38.20 Direct labor 31.10 53.20 Allocated overhead 15.55 20.20 Total units produced and sold Total sales revenue 9,100 5,100 $456,450 $1,192,100 Gerald allocates production overhead using activity-based costing. It allocates delivery expense and sales commissions, which amount to $59,500 per quarter, to the two products equally. Required: a. Compute the per-unit cost for each product. (Round your answers to 2 decimal places.) Basco Boards Shimano Boards Cost per unit b. Compute the profit for each product. Basco Boards Shimano Boards Profit

FINANCIAL ACCOUNTING

10th Edition

ISBN:9781259964947

Author:Libby

Publisher:Libby

Chapter1: Financial Statements And Business Decisions

Section: Chapter Questions

Problem 1Q

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Please explain calculation of transaction b) Where the value 612 is coming
Used this basic formula.
PLEASE, WRITE THE SOLUTIONS ON PAPER, EXPLAINING THE ENTIRE PROCESS, THE ONLY AND CORRECT ANSWERS ARE FOR (i) V(t) = exp (-2e^0.02t + 2 ) for 0 15 (i) Derive, and simplify as far as possible, expressions in terms of t for V(t), where V(t) is the present value of a unit sum of cash flow made at time t. You should derive separate expressions for the three sub-intervals. (ii) Hence, making use of the result in part (i), calculate the value at time t = 3 of a payment of £2,500 made at time t = 15. (iii) Calculate, to the nearest 0.01%, the constant nominal annual rate of interest convertible half-yearly implied by the transaction in part (ii). (iv) Making use of the result in part (i), calculate the present value of a payment stream p(t) paid continuously from time t = 15 to t = 20 at a rate of payment at time t given by: p(t) = 300e 0.02t
please explain how come you come up with step 3 and Im so confused about the numbers, I'm so sorry I'm not good with math. thank you for your understanding!
solve it using this method: S2 = (((1+S1)*(1+F2))1/2 )– 1 S3 = ((1+S1)*(1+F3)) 1/3 - 1 P = 50/(1+S1)+50 / (1+S2) 2 + 1050 / (1+S3) 3 and find the value of p
Assignment: In the space at the right, type the best formula (or function) needed to perform the following computations. The first one has been done for you
how do you get the last part? (number 5)
What is the rule again to get rid of a power when solving? For example: (1+r)^2=2 = (1+r)=2^1/2 Do you just divide the powers on both sides by the one you need to get rid of?
I need the answer as soon as possible
What is the name of this formula: (1/1+r)^t?
1
for question 3b under step 3: There are two things to the power of n but then you plugged in two different n values. why is that? why is one of them to the power of 9?