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                  BRILLIANT’S                       Leverage Analysis                               381


                  cial leverage provides the potential of increas-  H$aZr n‹S>oJrŸ& Bg àH$ma \$m`ZopÝe`c brdaoO Ohm± EH$
                  ing the shareholders earnings as well as creat-  Amoa eo`ahmoëS>g© Ho$ {b`o bm^ _| d¥{Õ H$m Adga CnbãY
                  ing the risk of loss to them. It is a double-edged  H$amVm h¡ dht Xygar Amoa hm{Z H$s Omo{I_ ^r CËnÞ H$aVm
                  sword.                                      h¡Ÿ& `hr H$maU h¡ {H$ Bgo Xmo-Ymar Vbdma H$hVo h¢Ÿ&
                      Financial leverage is based on the assump-  \$m`ZopÝe`c brdaoO Bg YmaUm na AmYm[aV h¡ {H$
                  tion that the firm is to earn more on the assets
                                                              \$_© Ûmam AnZo AgoQ²>g na {_bZo dmbm [aQ>Z©, ñWm`r
                  which  are  acquired  by  the  use  of  funds  on
                  which a fixed rate of interest/dividend is to be  ã`mO/{S>{dS>oÝS> H$s VwbZm _| A{YH$ hmoJmŸ& AgoQ> H$s
                  paid. The difference between the earnings from  A{ZªJ VWm \§$S> Ho$ Cn`moJ H$s {\$ŠñS> H$m°ñQ> Ho$ AÝVa
                  the assets and the fixed cost on the use of the  H$m bm^ BpŠdQ>r eo`ahmoëS>g© H$mo {_boJm& AV: ñWm`r
                  funds goes to the equity shareholders. Thus,
                  use of fixed interest source of funds provides  ã`mO XoZo dmco \§$S> Ho$ gmog© H$m Cn`moJ BpŠdQ>r na Á`mXm
                  increased return on equity without additional  [aQ>Z© XoJm {OgHo$ {cE CÝh| {H$gr A{V[aº$ \§$S> H$s
                  requirement of funds from the shareholders.  Amdí`H$Vm Zhr hmoJrŸ& Bgo 'Q´>oqS>J Am°Z B{ŠdQ>r' H$hVo
                  Therefore, financial leverage is also called ‘trad-
                  ing on equity’. However, in the period of ad-  h¢Ÿ& `Ú{n, _§Xr Ho$ Xm¡a _| A{ZªJ H$m\$s Zht h¡, ñWm`r
                  versity when earnings are  not adequate, the  cmJV| BpŠdQ>r hmoëS>g© Ho$ {cE ~moP hmo gH$Vr h¢Ÿ&
                  presence of fixed charges will be a burden on
                  the earning of equity holders.
                      The financial leverage is computed as:      \$m`ZopÝe`c brdaoO H$s JUZm Bg àH$ma H$aVo h¢…
                                                          EBIT
                                                      EBIT   Interest
                      Example, EBIT  of a  company is  `  3,000   CXmhaU, `{X {H$gr H$ånZr H$m ã`mO d Q>¡³g Ho$
                  while interest on debenture is ` 2,000, the fi-  nyd© bm^ (EBIT) ` 3,000 h¡ VWm {S>~oÝMa na ã`mO
                                         , 3 000                                           , 3  000
                  nancial leverage will be      3            ` 2,000 h¡ Vmo \$m`ZopÝe`c brdaoO     3   hmoJmŸ&
                                         , 1 000                                           , 1  000
                      It means for every 1% increase in EBIT, the  BgH$m A{^àm` `h h¡ {H$ EBIT _| 1% H$s d¥{Õ go
                  EPS will increase by 3% and vice-versa.     EPS 3% ~‹T>oJm Am¡a 1% H$s H$_r go 3% KQ>oJmŸ&
                  Degree of Financial Leverage                \$m`ZopÝe`b brdaoO H$s {S>J«r

                      The degree of financial leverage measures   \$m`ZopÝe`b brdaoO H$s {S>J«r Am°naoqQ>J BÝH$_
                  the impact of a change in operating income  (EBIT) _| n[adV©Z H$m B{ŠdQ>r na à{V eo`a BÝH$_ (EPS)
                  (EBIT) on change in earning per share on eq-  _| n[adV©Z Ho$ à^md H$mo _mnVm h¡Ÿ& \$m`ZopÝe`b brdaoO
                  uity. Degree of financial leverage (DFL) can be  H$s {S>J«r H$s JUZm Bg àH$ma hmoVr h¡…
                  calculated as:
                                                   Percentage   change   in   EPS
                                             DFL =                         1
                                                   Percentage   change   in   EBIT

                                                     EPS EPS
                      Alternatively,         DFL =
                                                    EBIT  EBIT
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