Ans $ 3437.09
Year | Project Cash Flows (i) | DF@ 10% | DF@ 10% (ii) | PV of Project ( (i) * (ii) ) |
1 | 850 | 1/((1+10%)^1) | 0.909 | 772.73 |
2 | 1090 | 1/((1+10%)^2) | 0.826 | 900.83 |
3 | 1320 | 1/((1+10%)^3) | 0.751 | 991.74 |
4 | 1130 | 1/((1+10%)^4) | 0.683 | 771.81 |
PV | 3,437.09 |
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The Red Nos balance sheet at December 31, 20X is ass Requ 72 Chapter 2 Balance Sheet December 31, 20X4 ASSETS Current Assets Cash Accounts Receivable Cleaning Supplies Total Current Assets Property and Equipment: Land $ 12,500 15,000 2,500 30,000 1. 2 3. 4. 120,000 800,000 50,000 125,000 845,000 $875,000 Building Furnishings and Equipment Less: Accumulated Depreciation Net Property and Equipment Total Assets Th aco dit $ 23,700 8,000 300 32,000 LIABILITIES AND OWNER'S EQUITY Current Liabilities: Notes Payable Accounts...
This question is in physical chemistry. 1.) 2.) 3.) Show that the function (r/ao)e-o is a solution of the differential equation for R(r) .dlr2 dR(r) [h21(1 + 1) 4-IR(r)-ER(r) for 1-1 e2 ATEor Match the items in the left column to the appropriate blanks in the equations on the right. Make certain each equation is complete before submitting your answer
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3. Let a >0, and for any A E Rnxn, define Aa aA (a) Prove that for any induced matrix norm, K(Ao) (b) Write the formula for det(Aa) in terms of det(A). estimating well/ill-conditioning of matrices. n(A) . Hint: examine IAall and IAal directly. (c) Based on your result from (a) and (b), comment on whether the determinant is useful for 3. Let a >0, and for any A E Rnxn, define Aa aA (a) Prove that for any induced...
(3). Let F be a field and let f(x) = ao-chx +-.. + an-,Kn-1 + an&n E F[x]. Prove that x - 1 is a factor of f(x) if and only if ao+ aan 0
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Please help me calculate the concentrarion of diluted red#3 more covewire is 2.5 mL of e u.uxigon M Bed3 Part B: Spectrum of FD&C Red #3 & Molar Absorptivity 2. Stock Concentration of Red #3 = 4.0 X10 M Volume Stock Red #3 added – S o m then dulo ad 3. Calculated concentration of diluted Red #3 = Calculations:
3. Suppose R is a PID and M is a cyclic R-module of 'order' r E R, ie., M RI (r). Show that if N is a submodule of M then N is cyclic of order s for some s \Ir Conversely, if s | r show that M has a cyclic submodule of order s. 3. Suppose R is a PID and M is a cyclic R-module of 'order' r E R, ie., M RI (r). Show that if...
• 24. These tubes show the results of the Methyl Red test. Which is positive? Left or Right 25. What does the positive result indicate chemically? E. COLT E. CLOACAE MR MR