Answer-
General Journal | Debit | Credit |
Accounts Receivable | $19,750 | |
Fees Earned | $19,750 | |
Accrued fees earned. | ||
Supplies Expense | 8150 | |
Supplies | 8150 | |
Supplies used ($12300 – $4150). | ||
Wages Expense | 2700 | |
Wages Expens | 2700 | |
Accrued wages. | ||
Unearned Rent | 3000 | |
Rent Revenue | 3000 | |
Rent earned ($9000/3) | ||
Depreciation Expense | 3200 | |
Accumulated Depreciation—Equipment | 3200 | |
Depreciation expense. | ||
Adjusting Entries | ||
Adjusting entries are a planned part of the accounting process to update the accounts. | ||
Correcting entries | ||
Correcting entries are not planned but arise only
when necessary to correct errors. |
Please help... PDE's_FOURIER SERIES Problems 1. Given the Fourier sine series cos..4.sin nls odd 0 4n TL n is evern m(n2-1) Determine the Fourier cosine series of sin + 2. Consider o0 sinh x ~ Σ an sin nx. Determine the coefficients an by differentiating twice.
please help with b) and c) Thank you:) (a) The harmonic series diverges very slowly. Prove that the sum of the first 106 terms is less than 15 and that the sum of the first 10° terms is less than 22. (You should not actually calculate these sums!) [2 marks] (b) Determine whether the series 10n +1 101 is convergent or divergent. [3 marks] (c) Consider the series whose terms are the reciprocals of the positive integers whose decimal represen-...
I need help with these problems please. Problem 1. Check (e^a)(e^b) = (e^(a+b)) by expanding both sides in double series in a and b up to fourth order as follows. Make a substitution a → at and b → bt and expand both sides in t up to (including) t4. Problem 2. Calculate the following sum, if convergent. Problem 3. By definition, cosh(x) = (ex + e−x)/2 and sinh(x) = (ex − e−x)/2. Find series expansion for cosh(x) and sinh(x)...
please help (b) Determine whether the alternating series converges or diverges by using the alternating series test: 2n 4n-3 n=1
During the lab, we consider different problems involving power series. In preparation, please complete the following (1) Let ル)?imm=1-2 + 2-3 + 3-4 + 4-5 + (a) Find f (0). Find f (1) (hint: telescoping, look in the examples in the book) b) Show that f(-1) converges by the Alternating Series Test, including verification of the ZERO and DECREASING hypotheses. (c) Use the Alternating Series Estimation Theorem to determine the number of terms sufficient to obtain the value of f(-1)...
Can someone please help me with these 2 problems?
please help with these synthesis problems! Госнз 2) 3 Br
please help in any of these in diff eq in Trigonometric Fourier Sine Series and Trigonometric Cosine Series Homework Problems for Handout Sheet 25 In Problems 1 to 4, determine the Fourier Sine Series that converges to the given function at each of its points of continuity 0 when 0x<1/2 1. f(x)=when 1/2<x<1' flx+2)= f(x). 0 when 4<x<-2 2. f(x)={2 when 0<x<1 , f(x+8)= f(x). 1 when 1<x<2 3. f(x) 2-x when 0<x<27, f(x+47)=f(x) 4. f(x) 7-x when 0<x<47, f(x+87)=...
I need help with the following DTFS problems for parts A and B. Thank you Prob. 2_Discrete-Time Fourier Series (DTFs) (a) A periodic signal, z[n is shown below. Use the analysis equation to determine the discrete-time Fourier Series (DTFS) coefficients, ak. Please express the ak in terms of cosines. 9-7 -5-335 7 -0.5 Clk (b) Sketch the magnitude spectrum, la vs. k for 100 k 105. Please note each value laJ 100 101 103 104
Math 1060 problems help. IN NEED OF HELP step by step please Find the area of the triangle 1. A = 105 degrees, b = 12, a = 24 2. B = 2pi / 7, a = 32, b = 25 3. C = 47.2 degrees, a = 8.25, b = 5.8 4. A = 2pi/3, B = pi/6, c= 17/2 5. a = 32, b = 24, c = 36 6. a = 10.2, b = 13.3, c =...