Answer:
c. amount of a good that firms are willing and able to sell at a particular price during a given period of time.
Explanation:
Quantity of any goods that a business is willing to sell at a particular price during a given time period is called Quantity supplied. For Example when the price of an apple $1 the quantity supplied is 200 apples a week. if the price falls to $0.85 per apple the quantity supplies will fall to 150 apples a week. So, Quantity supplied at $1 is 200 apples and at $0.85 is 150 apples per week.
Answer:
The % of completion of the ending inventory in work-in-process with respect to conversion cost is: 40%.
Explanation:
<em>First Calculate the Physical units in Ending Work in Process Inventory.</em>
Physical units in Ending Work in Process Inventory = Beginning Work in Process inventory + Started Units - Units Completed and transferred out
Thus, Ending Work in Process Inventory = 230 + 1,345 - 700
= 875
<em>Then, Calculate the Equivalent Units of Ending Work in Process Inventory.</em>
Total equivalent units of production - conversion costs 1,050
Less Units Completed and transferred out (700)
Equivalent Units of Ending Work in Process Inventory 350
<em>Finally Calculate the % of completion of the ending inventory in work-in-process with respect to conversion cost</em>
The % of completion = Equivalent units of Ending Work in Process Inventory/ Physical units in Ending Work in Process Inventory × 100
= 350 / 875 × 100
= 40%
Answer:
This is how you'll write the code in C++ programming language.
Explanation:
using namespace std;
//begin task
int reverseDigit(int val)
{
int res = 0;
while (val != 0)
{
//move digits result to left
res *= 10;
//get last digit value
res += val % 10;
//next digit value
val = val / 10;
}
return res;
}
//end task
//TESING
int main()
{
cout << reverseDigit(12345) << "\n";
cout << reverseDigit(5600) << "\n";
cout << reverseDigit(7008) << "\n";
cout << reverseDigit(-532) << "\n";
return 0;
}
