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A SMALL MANUFACTURER HAS EMPLOYED 5 SKILLED N 10 SEMI SKILLED MEN AND MAKES AN ARTICLE IN 2 QUALITIES , A DELUXE MODEL AND AN ORDINARY MODEL. THE MAKING OF A DELUX MODEL REQUIRES 2 HR OF WORK BY A SKILLED LABOUR N 2H OF WORK OF SEMI SKLLED MAN. THE ORDINARY MODL REQUIRES 1H BY SKILLED N 3 H BY SEMI SKILLED . ACCORDING TO UNION RULE NO MAN MAY WORK FOR MORE THAN 8H PER DAY THE MANUFACTURER GAINS RS15ON DELUX N RS 10 ON ORDINARY .. IN ORDER TO MAXIMISE PROFIT HOW MANY OF EACH TYPE SHOULD BE MADEIn a linear programming problem it is said that ,the corner points are regarded as the maximum and mininmum value.And optimistic value would be given by this corners only.But in real life always this points are not whole number s they may be fraction numbers ie x=20.5 and y=60.5 and if we are given such a condition that x and y can only be whole numbers than how to solve such problems

Moreover if we get the fractional number i.e. x=20.5 and y=60.5 and question is in context with number of person etc then we take integer value less than the mentioned value of the x and y for example in this case when x=20.5 and y=60.5 we take x = 20 and y = 60 for further calculations.

expert tell by giving examples

1 what is isoprofit method can all q of lpp can be solved by this process how to solve q by this process explain in details

2- is this always ncessary that maxm value always occur at intersection pt of lines only justive in more clearity explain the ans in best possible way

THE COST OF 4KGS ONION 3KGS WHEAT AND 2KGS RICE IS RS 60.THE COST OF 2 KGS ONION 4 KGS WHEAT AND 6KGS RICE IS RS 90 THE COST OF 6 KGS ONION 2 KGS WHEAT AND 3 KGS RICE IS RS 70.FIND THE COST OF EACH ITEM PER KG BY MATRIX METHOD

How to plot the graph using sujected contraints, what is the method for it?

Max possible sol for

" z = 3x

_{1}+ 2x_{2}"such that,

"-2x

_{1}+ x_{2}"x

_{1}- x2"x

_{1}= 0", "x_{2}=0"is

a)1 b)2 c)3 d)6

The area shaded by the line x=y if

- x less then equal y
- x greater then equal y

draw grraph?Q. Equation

y - x representsa) the half plane that contains the positive x-axis.b) closed half plane above the line y=x which contains positive y-axis.c) half plane that contains the negative x-axis.d) none of the above.In a linear programming problem it is said that ,the corner points are regarded as the maximum and mininmum value.And optimistic value would be given by this corners only.But in real life always this points are not whole number s they may be integers what to do then .

The area shaded by the line x=y if

- x less then equal y
- x greater then equal y

draw grraph?In a linear programming problem it is said that ,the corner points are regarded as the maximum and mininmum value.And optimistic value would be given by this corners only.But in real life always this points are not whole number s they may be fraction numbers ie x=20.5 and y=60.5 and if we are given such a condition that x and y can only be whole numbers than how to solve such problems