Calculation of returns uses either decimal odds or (fractional odds + 1). £50 each-way on a football team 'to win the cup' at 15-2 and 1 ⁄ 3 the odds a place 1 or 2 would cost £100. Returns for the win part of the bet would be (£50 × 7.5) + stake = £425; Returns for the place part of the bet would be (£50 × 2.5) + stake = £175. In the above example, if you bet $100 on Golden State to win, you could make a $90.91 profit $100 x (10/11), and could get back your initial stake of $100, resulting in a total payout of $190.91.

1. Example: odds of 6/1 would see returns of £6 if £1 was wagered. Decimal: Written with a decimal point, they represent the amount you can win for every £1 wagered. An easy formula to remember is Your Stake x Odds = Payout. Example: odds of 10.0 would see returns of £20 with a £2 stake.
2. The calculation of the cost of this bet needs to be viewed as a breakdown of what is being requested. Two horses need to be “coupled” with another two horses to finish in the first four positions. By way of a simple example, we wish to “float” two horses with another two horses – effectively boxing four horses at a cost of R24.00.
3. If you bet $100, you get $120: your $100 stake + $20 profit. Below, the calculation is similar to, but not the same as, the American odds equation. Profit = (Stake x Odds) – Stake. Profit = (Stake x Odds) – Stake. So, using $100 as the stake and the example above, that would look like: Profit = (100 x 1.2) – 100 = (120) – 100 = 20.

The effective rate of interest on the loan (as with almost on any other financial instrument) – this is the expression of all future cash payments (incomes from a financial instrument), which are included in the treaty provision of the contract, in the figure annual interest. That is the real interest that the debtor will pay for using of money in the Bank (investor – to obtain). Here is taken into account the rate of interest designated in the contract, all fees, repayment schemes, loan term (of deposit).

The calculation of the effective rate on the loan in Excel

There are the range of built-in functions in Excel, that allow you to compute the effective rate of interest, with taking into account additional charges and fees, and excluding (relying only on the nominal interest and the loan term).

The debtor took a credit in the sum of 150 000$ on the term of 1 year (12 months). The nominal annual rate - is 18%. Payments on the loan specify in the table below:

Since this example does not include the additional fees and charges, we determine to the annual effective rate using the function EFFECT.

We are calling: «FORMULAS»-«Function Library»-«Financial» finding the function EFFECT. The arguments:

1. «Nominal rate» - is the annual rate of interest on the credit, which is designated in the agreement with the Bank. In this example – is 18% (0, 18).
2. «Number of periods» - the number of periods in a year, for which interests are charged. In this example – there are 12 months.

The effective interest on rate - is 19. 56%.

Let's complicate the task by adding the one-time commission loan at the amount of 1% of the sum of 150 000$. In monetary terms – is 1500$. So, the borrower to get on his hands is the sum of 148 500$.

For calculating to the effective monthly rate, we need use the IRR function (return to the internal rate of return for cash flow):

We have made the column with monthly payments 148 500 with the sign «-», because the money the Bank first gives. Payments which the debtor will make in the cashier subsequently are positive for the bank. The internal rate of return we consider from the Bank's point of view: it acts as an investor.

Bet Calculator Example Equation

The function has given to the effective monthly rate of 1.6617121%. For the calculating of the nominal rate to the result need multiply by 12 (the term of loan): 1.662% * 12 = 19.94%. Let`s recalculate the effective interest percent:

The one-time fee in amount of 1% increased the actual annual interest on 2.31%. It was: 21, 87%.

We add in the scheme of payments on the loan to the monthly fee for account maintenance in the amount of 30$. Monthly effective rate will be equal to 1.6968%.

The nominal percent is 1.6968% * 12 = is 20.3616%. The effective annual rate is:

The monthly fees increased till 22, 37%. But in the loan contract will continue to be the figure of 18%. However, the new law requires banks to specify in the loan agreement to the effective annual interest rate. However, the borrower will see this figure after the approval and signing of the contract.

What distinguishes a lease from a loan

Leasing – this is the long-term rental of vehicles, real estate, equipment, with the possibility of their future redemption. The lessor acquires to the property and transfers it under the contract to a physical / legal person under certain conditions. The lessee uses to the property (in personal/ business purposes) and pays to the lessor for the right of using.

In the essen, it`s the same loan, only to the property will belong to the lessor until the lessee is fully repaid to the asset purchased plus interest.

The computation of the effective percent on leasing in Excel is followed on the same scheme as the computation of the annual interest rate on the credit. There is the example with another function.

The data input:

You can go on already blazed way: to computation the internal rate of return, and then multiply the result by 12. But we using the function =XIRR(it returns to the internal percent of return for the schedule of cash flows).

The function arguments:

The effective interest on the lease was % to 23. 28%.

Calculation of the effective interest rate on OVDP in Excel

OVDP - domestic government loan bonds. They can be compared with the deposits in a bank. So how exactly the investor gets to a refund of the full amount of invested funds plus additional income as a percentage. The guarantor of the safety of funds is the National Bank.

The effective interest allows estimate to the real income, because it takes into account to capitalization of interest. For example, «acquire» one-year bonds in the sum of 50 000 at 17%. To calculate your income, using the function =FV():

Suppose that the interest to capitalize by monthly. Therefore, we divide 17% by 12. The result as a decimal insertion we put in the field «Bet». In the «Nper» we enter to the number of periods of compounding. Monthly fixed payments we will not get, so the field «Pmt» leaving free. In the column «Pv» we put the deposit invested funds with the sign «-».

In the window, we immediately see to the sum, which you can get for the bonds in the end of the term. This is the monetary value of accrued compound interest.

An each-waybet is a wager offered by bookmakers consisting of two separate bets: a win bet and a place bet. For the win part of the bet to give a return, the selection must win, or finish first, in the event. For the place part of the bet to give a return, the selection must either win or finish in one of the predetermined places for the event, such as first place or second place. The odds paid on the place part of the bet are usually a fraction (commonly ​¹⁄₂, ​¹⁄₃, ​¹⁄₄ or ​¹⁄₅) of the win odds. The trade-off being that one has a greater chance of making one's bet in trade for getting less payoff for doing so. Examples are domestic football knockout competitions (e.g. FA Cup) where the quoted place terms may be ​¹⁄₂.

In horse racing in the United Kingdom, the 'place' is set strictly by the Jockey Club and will depend on the size of the field (that is, how many horses are running) so that the 'place' may be just 1st and 2nd, 1st 2nd and 3rd, or even 1st 2nd 3rd or 4th on a big race like the Grand National, and may pay ​¹⁄₄ or ​¹⁄₅ the odds.

Staking[edit]

Because an each-way wager comprises two bets, the total staked is twice the unit stake. For example, a £5 each-way single would cost £10, as would a £5 each-way treble comprising as it does a £5 win treble and a £5 place treble.

Settling the bets[edit]

Calculation of returns uses either decimal odds or (fractional odds + 1).

Example 1[edit]

£50 each-way on a football team 'to win the cup' at 15-2 and ​¹⁄₃ the odds a place 1 or 2 would cost £100.

• Returns for the win part of the bet would be (£50 × 7.5) + stake = £425
• Returns for the place part of the bet would be (£50 × 2.5) + stake = £175
• If the team 'won the cup' the total returns would be £425 + £175 = £600 and if the team was beaten in the final the returns would be £175. If the team did not reach the final the wager would be lost.

Example 2[edit]

A £10 each-way single on a 10-1 selection in a horse race and paying ​¹⁄₄ the odds a place 1, 2, or 3 would cost £20.

• Returns on the win part of the bet would be £10 × (10/1 × 1) + stake = £110
• Returns on the place part of the bet would be £10 × (10/4 × 1) + stake = £35
• Total returns would be £110 + £35 = £145 if the horse won the race, but just £35 if the horse only finished second or third.

Beat Calculation Example

Horse racing place terms[edit]

Bet Surface Area Calculation Example

The number horses and the type of race generally determines the number of places paid out and the fraction of the win odds used for settling the place part of an each way bet.^[1]

Often for big races or as a special promotion the big bookmakers will offer enhanced place terms where they pay an extra place or pay the place part at 1/4 instead of 1/5.

See also[edit]

References[edit]

1. ^': Horse Racing Place Terms'. helpcenter.paddypower.com.

Beta Calculation Examples

External links[edit]

• How To Profit From Each Way Betting Explains how to profit from each-way betting in horse races
• Each Way Betting in Football Explains each-way soccer betting
• Each-Way Betting Explained A good explanation of how each-way betting works
• Each Way Betting Explained A football based explanation of each way betting
• Each Way Betting Explained, Safedraws

Beat Calculation Example Tax