APT TECHNICAL CPD - MAF
(Capital Budgeting)
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APT TECHNICAL CPD - MAF (Capital Budgeting) 1 Capital Budgets - - PowerPoint PPT Presentation
APT TECHNICAL CPD - MAF (Capital Budgeting) 1 Capital Budgets Nicholas Riemer Nicholas.Riemer@firstrand.co.za Agenda Workflow to understanding capital budgets What capital budgeting? Generic Problem How are capital budgets
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researched)
– Independent (eg both) vs. Mutually exclusive(One or the other) – Divisible and Indivisible projects (piece of the project, split up)
– Does it need to be discounted?
– Cash cost – Therefore, ignore method of financing – What about VAT?
– Relevant or irrelevant?
– Replacement decision
– Tax payable – Capital gains tax – 1 October 2001
– No tax effect
– Therefore, adjust for: – Non-cash items – depreciation NB why?? Key principle – We only apply the accrual principle for tax, why?
– Include or exclude?
– Tax effect thereon?
can they occur monthly?
– Time lag – Assumption
Payback period (How long funds are at risk) Discounted payback Net present value (NPV) Internal rate of return (IRR) Discount rate where NPV =0 Profitability index (Capital rationing, NPV/cost >1 Modified internal rate of return (MIRR)`Reinvestment at WACC and not IRR for duration of project
– Initial investment = R 40 000 – Annual cash flows:
t0 t1 t2 t3 t4
Take each cash flow, discount each at the COC, and use the PV of each one to determine Payback Period.
– The rate that discounts the cash flows to an NPV of zero
– When the IRR > Cost of capital
– Example
Project A Project B NPV 100 80 IRR 18 30
Which project should you accept?
– M = Nominal rate of return – R = real discount rate – I = inflation rate
– Real cash flows with real discount rate – Nominal cash flows with nominal discount rate
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– All cash flows – that have an inflation effect – Including working capital “stepped” increase and release – But - Don’t adjust:
– “The machine can be sold for R 100 000 at the end of its useful life”
– Real assumes each cash flow is affected equally by inflation
– Real assumes tax allowances is affected by inflation – adjusted real approach
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– Company A invested in a machine 1 year ago. The cash flows were predicted last year as follows WACC 12%: t 0 = (100 000) t 1 = 50 000 t 2 = 75 000 t 3 = 80 000 t 4 = 100 000 – If Company A abandons today, it will receive R 175 000. NPV R111 000
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banks investing in right now….. Card tech, ATM’s, Digitalization?
budgeting in the banking industry. Banks investing in Digital. Digital platforms, Instant card issuances (machines) (Capitec ,Tyme). Macro analysis? (FirstRand acquiring Aldermore, Discovery digital bank, Bank Zero (free banking no branches), Banks need to invest in Technology, else Kodak case study. These are the qualitative aspects you are picking up.
– Banks needing to invest in technology. Banks needing to make the user experience quick and simple. – Elimination of branches, link to Standard bank and ABSA. Closing of
and invested in technology. – From a model point of view Client growth is real, yet pricing charged is inflationary, need to link this to your nominal calculations in the Capital budget if asked to perform. – WACC used. Some banks give you WACC used in the AFS. Get an idea of the WACC. – Instant card issuances like Capitec, Tyme bank. In flows….Clients transacting faster, on average 5-7 days to get a card, now instant. Can look at that income from a capital budget. Outflows, cost of machines, maintenance etc. – Specific asset financing, for these machines. Exists in the market. – IFRS 16, need to work back to cash from a DCF point of view.