Answer:
54,600
Explanation:
According to the scenario, computation of the given data are as follow:-
Particular Quantity of Raw Material (liters)
Required Raw Material 56,000
Add-Raw Material’s ending stock (52,000 × 35%) 18,200
Less-Raw Material’s opening stock(56,000 × 35%) 19,600
Budgeted material need for April 54,600
We simply applied the above format for determining the budgeted material needed for the month of April
I want to say c but i am not sure, if it's not c it'd d for sure. Hope that was some help:)
Answer:
The company's income will decrease in $1,500
Explanation:
Giving the following information:
Burlington Company offers to purchase 3,000 units at $9 each. HHI will incur special shipping costs of $2.50 per unit. HHI Company $7 of variable costs.
The company has unused capacity, so we will not have into account the fixed costs.
Total variable cost= 7 + 2.5= 9.5
Selling price= 9
Marginal contribution= -0.5
Effect in income= -0.5*3000= $-1,500
Answer:
Total Maximized Profit = $2612.5
Explanation:
given data
Total Cost TC = 10(QE + QW)
QE = 100 - 2PE
QW = 100 - PW
solution
we consider here Q is = QE + QW
so total cost TC = 10 Q
we first derive it Marginal Cost by taking derivative of TC w.r.t Q that is
MC =
MC = 10
so when crusty practice price discrimination then it will different marginal revenue from each market is
QE = 100 - 2PE
and
Total Revenue from market E is
E = TRE = QE × PE
E = 100PE - 2PE²
and
Marginal Revenue from E is
E = MRE =
E = 100 - 4PE
and
now we put MRE = MC
100 - 4PE = 10
PE = $22.5
and here QE will be
QE = 100 - 2PE
QE = 100 - 45
QE = 55 units
and
TRE = 55 × 22.5
TRE = $1237.5
and
now Considering second neighborhood W
QW = 100 - PW
so here
TRW = 100PW - PW²
and
MRW = 100 - 2PW
now we equating MRW with MC
so it will be
100 - 2PW = 10
PW = $45
and
Q = 100 - PW
Q = 100-45
Q = 55 units
so
TRW = 55 × 45
TRW = $2475
so here
Total Revenue will be
Total Revenue = TRE + TRW
Total Revenue = $1237.5 + $2475
Total Revenue = $3712.5
and
Total Cost will be
Total Cost = 10(55+55)
Total Cost = $1100
and
Total Maximized Profit will be
Total Maximized Profit = TR -TC
Total Maximized Profit = $3712.5 - $1100
Total Maximized Profit = $2612.5