--%>

Why is Split useful

Why is Split useful?

E

Expert

Verified

One of the possible answers for this is that t decreases the price of a share in order to raise liquidity.

   Related Questions in Corporate Finance

  • Q : Determine the future value What would

    What would the future value after 5 years of $100 be at 10% compound interest?

  • Q : Markets are expected to be Volatile

    When Markets are expected to be Volatile: For the bear and bull strategy to yield gains, it is essential that the trader takes a view on the direction of the market i.e. either bearish or bullish, and accordingly implement the strategic choice. More o

  • Q : Is Capital Cash Flow identical with

    Is Capital Cash Flow identical with Free Cash Flow?

  • Q : Compute a company's cost of capital in

    How can we compute a company's cost of capital in emerging nations, particularly when there is no state bond that we could take as a reference?

  • Q : How much confidence can an investor

    I heard conversation of the Earnings Yield Gap ratio, that is the difference among the inverse of the PER and the TIR on 10-year-bonds. This is said that if this ratio is positive then this is more advantageous to invest in equity. How much confidence can an investor

  • Q : Explain company creates value for its

    Is this true that a company creates value for its shareholders in a year when this distributes dividends or when the quotation of the shares increases?

  • Q : What are the different types of

    What are the different types of mathematics found in quantitative finance?

  • Q : Zero Coupon Bonds-Corporate Bonds

    Describe the term Zero Coupon Bonds in Corporate Bonds?

  • Q : Problem on HIBOR Below are the

    Below are the three-month HIBOR and three-year EFN futures (that is, Exchange Fund Note) prices for the September 2010 contracts.a) Find out the HIBOR in three-months for settling the future contract utilizing the quotation on August 16.

    Q : Iterative System Solvers Iterative

    Iterative System Solvers, Power Methods, and the Inverse Power Method for Boundary Value Problems. 1. Code and test Jacobi and Gauss-Sidel solvers for arbitrary diagonally dominant linear systems. 2. Compare performance/results with tridiagonal Gaussian elimination so