Updated Investment Math Tool

Stock Split Calculator

Enter your shares, price and split ratio to see your new number of shares, new price per share and total position value after a forward stock split.

Forward Stock Splits New Shares New Price Per Share Total Value Comparison

Calculate The Impact Of A Stock Split

Use this Stock Split Calculator to see how a forward split such as 2-for-1 or 3-for-2 changes your share count and price per share. The calculator compares your total position value before and after the split using simple ratio formulas.

A stock split does not change the total value of your position in theory. It increases your share count and reduces the price per share by the same split factor before normal market trading resumes.

How A Stock Split Changes Shares, Price And Value

A stock split is a simple reshuffling of how a company’s equity is divided into shares. In a forward split, each existing share is replaced by multiple new shares according to a split ratio such as 2-for-1 or 3-for-2. You end up with more shares at a lower price per share, but your overall position value should stay the same before any new price movement.

The Stock Split Calculator applies straightforward ratio formulas to show the impact on your portfolio. You enter how many shares you own, the pre-split share price and the split ratio. The calculator then computes your new share count, the theoretical new price per share and the total value before and after the split.

Split Ratio And Split Factor

The core input for a forward stock split is the split ratio. This is usually written as A-for-B, where:

  • A is the number of new shares you receive
  • B is the number of old shares that are replaced

For example, in a 2-for-1 split, A = 2 and B = 1. The split factor is:

Split factor = A ÷ B

A 2-for-1 split has a split factor of 2. A 3-for-2 split has a split factor of 3 ÷ 2 = 1.5. This factor drives both the change in share count and the offsetting change in price per share.

Formula For New Number Of Shares

If you own S shares before the split and the split ratio is A-for-B, the new number of shares after the split is:

Snew = S × A ÷ B

Example: suppose you have S = 120 shares and the company declares a 3-for-2 split (A = 3, B = 2). The new share count is:

Snew = 120 × 3 ÷ 2 = 180

The calculator applies this formula directly using your inputs for shares owned and the split ratio fields.

Formula For New Price Per Share

To keep the overall value the same, the price per share must move in the opposite direction of the share count. If the pre-split price is P and the split ratio is A-for-B, the theoretical new price is:

Pnew = P × B ÷ A

Continuing the same example, if the pre-split price is P = 60 and the split is 3-for-2, then:

Pnew = 60 × 2 ÷ 3 = 40

The number of shares increases by a factor of 3 ÷ 2, while the price per share is multiplied by 2 ÷ 3. The Stock Split Calculator uses these paired formulas so that the total value is preserved in the idealized case.

Total Position Value Before And After

Your total position value is simply the number of shares multiplied by the price per share. Before the split, the value is:

Vbefore = S × P

After the split, it becomes:

Vafter = Snew × Pnew

If you plug in the split formulas for Snew and Pnew, you can see why the total should match:

Vafter = (S × A ÷ B) × (P × B ÷ A) = S × P = Vbefore

This algebra shows that in a purely mechanical sense, a stock split does not create or destroy value. The calculator reports both Vbefore and Vafter, along with the difference between them, which should be zero in theory aside from rounding.

Cost Basis After A Stock Split

Although this calculator focuses on share counts and prices, the same split factor applies to your cost basis. Let Ctotal be your total original cost. Your cost basis per share before the split is:

Cost per share (before) = Ctotal ÷ S

After a split, you own Snew shares, so the cost per share becomes:

Cost per share (after) = Ctotal ÷ Snew

Because Snew = S × A ÷ B, the per-share cost is divided by the same split factor that increased your shares. Your total cost basis Ctotal itself does not change.

Example: 2-For-1 Stock Split

Imagine you own 100 shares of a company trading at 150 per share and it announces a 2-for-1 split. Before the split:

  • Shares S = 100
  • Price P = 150
  • Total value Vbefore = 100 × 150 = 15,000

Split ratio: A = 2, B = 1. After the split:

  • Shares Snew = 100 × 2 ÷ 1 = 200
  • Price Pnew = 150 × 1 ÷ 2 = 75
  • Total value Vafter = 200 × 75 = 15,000

Your portfolio looks different on a per-share basis, but the “pizza” is the same size immediately after the split mechanism is applied.

How To Use The Stock Split Calculator

  • Enter the number of shares you own before the split in the shares field.
  • Enter the current or pre-split price per share.
  • Enter the split ratio as “New shares” over “For every old shares” (for example, 2 and 1 for a 2-for-1 split).
  • Adjust decimal places if you want more or less precision in the results.
  • Click the calculate button to see your new share count, new price, and total value comparison.

Interpreting The Results

The results grid shows:

  • Split ratio: the A-for-B ratio you entered, displayed in a simple format such as 3-for-2.
  • Shares before and after: your original number of shares and the new share count after applying the split factor.
  • Price before and after: the pre-split share price and the theoretical post-split price that keeps total value constant.
  • Total value before and after: your position value in each case, which should match ideally.
  • Value change: the numeric difference Vafter − Vbefore. In a pure split, this should be zero apart from rounding.

In real markets, trading after the split can push the price up or down, so your actual post-split value may differ from this theoretical baseline. The calculator is designed to show the mechanical effect of the split itself.

Stock Split FAQs

Frequently Asked Questions Stock Splits

Understand how stock splits affect shares, price per share and your overall investment position.

By itself, a stock split neither creates nor destroys value. It is often seen as a neutral event mechanically. However, splits usually occur after strong price performance and can attract more retail interest, so market reaction can sometimes be positive in practice.

The math behind stock splits is designed so that your total position value remains the same if there is no market move. The calculator enforces this identity exactly, aside from small rounding differences, to show the underlying ratio logic clearly.

If a split ratio would produce fractional shares, many brokers either support fractional share ownership or round to the nearest whole share and pay the difference as cash-in-lieu. The calculator shows the exact fractional result based purely on the ratio.