Part (A)
Proforma Income Statement will be as shown below. Please see the last column to understand the mathematics.
Parameter | Linkage | $ |
Revenue | A = =30700000*(1+7.5%) | 33,002,500 |
IBT | B = A x 13% | 4,290,325 |
Taxes | C = B x 21% | 900,968 |
Net income | D = B - C | 3,389,357 |
Dividends | E = same as last year's figure | 1,156,800 |
Addition to retained earnings | F = D - E | 2,232,557 |
Proforma Balance Sheet:
Current Assets | P =72 00000*(1+9.5%) | 7,884,000 | Short term debt | Calculate S, T, U below first, then calculate this figure as R - (S + T + U) | 9,751,443 |
Net fixed assets | Q = 17600000+2.5*10^6 | 20,100,000 | Long term debt | S =4800000-0.6*10^6 | 4,200,000 |
Total Assets | R = P + Q | 27,984,000 | Common stock | T = 3200000-1.8*10^6 | 1,400,000 |
Accumulated retained earnings | U = 10400000+2232557 | 12,632,557 | |||
Total Liabilities & equity | V = Sum of all above | 27,984,000 |
Hence, your answer in Box 1 should be: 9,751,443
Part (B)
Let g be the new growth rate in sales. Al financials below are in $ million
Change in assets = 7.2 x (g + 2%) + 1.9
Change in short term debt = 9 - 6.4 = 2.6
Change in long term debt = - 0.6
Change in common stock = -1.8
Change in accumulated retained earnings = Last year sales x 13% x (1 - 21%) - 1,156,800 = 30.7 x (1 + g) x 13% x (1 - 21%) - 1.1568
Change in assets = change in liabilities + change in equity
Hence, 7.2 x (g + 2%) + 1.9 = 2.6 - 0.6 - 1.8 + 30.7 x (1 + g) x 13% x (1 - 21%) - 1.1568
hence, 7.2g + 0.144 + 1.9 = 0.2 + 3.15289 x (1 + g) - 1.1568
Hence, g = (0.144 + 1.9 - 0.2 - 3.15289 + 1.1568) / (3.15289 - 7.2) = 0.03758 = 3.8%
Hence, please enter 3.8% in the Box 2.
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