Company  A.  covers  pork $5,000  Loss  on  pork.. $10,000

B.  "      pork  and  flour 6,000  "      "    flour..    8,000

C.  "      pork  and  grain 6,000  *'       "    grain.    6,000

D.  "      pork,  floor  and  grain,  6,000  Total  loan.  .$18,000

31S8a.  The  apportionment  of  the  insurance  among  the
several  companies^  worked  out  by  the  rule  of  proportion  (VIIL
31SS)  would  give  the  following  result,  viz. : —

Companj  A.,  ipedfic,  insures  pork $5,000

'*        B.,  general,  insures  pork  and  flour 5,000

On  which  the  loss  is,  respectivelj,  $10,000  and  $d,000~$13,000

We  find  the  insurance  on  each  item,  as  follows  :—

On  pwk,  as  18.000  :  10,000  : :  6,000  =  $3,846  16
JUmr,  "  13,000  :   8.000  : :     600  =    1,158  84

Total $6,000  00

or  simplj,  \%  on  pork,  and  -f^  on  grain.
Company  C,  general,  insures  pork  and  grain 5,000

On  which  the  loss  is,  respectiyely,  $10,000  and  $5,000.   15/XK)

We  find  the  insurance  on  each  item,  as  follows : —

On  park :  as  15,000  :  10,000  : :  6,000  =  8^83  88
grain  :  as  16,000  :    6,000  : :  6,000  =  1,666  67

Total $5,000  00

or  simplj,  -^  on  pork,  and  -f^f  on  grain.
it

u


APPLIED  TO   COMPOUND  POLICIES.
683


Companj  D..  ffeneral,  iDsures  pork,  floor,  and  grain

On   wliicli  the  loss  is.  respectivelj.  $10,000,  $8,000  and

$5,000. $18,000

We  find  the  ituurance  on  each  item  as  foUowa: —

On  jxnrk :  as  18.000  :  10.000  : :  5,000  =$2,777  78
flour:  as  18,000  :  8.000  : :  5.000  =-'  888  88
grain:  as  18,000  :   5.000  : :  5,000  =  1.888  80

Total $5,000  00

or  simply,  10-18  on  pork,  8-18  on  floor,  and  5-18  on  grain.
From  the  foregoing  we  get  the  following  table  of —

AFPOBTIONMBNTS  OF  IN8T7RANGE.
