Answer:
103,500 units
Explanation:
Equivalent units calculation - conversion costs
Completed and transferred units (99,100 x 100 %) = 99,100 units
Ending Work in Process units (11000 x 40%) = 4,400 units
Total Equivalent units = 103,500 units
therefore,
The equivalent units of production for conversion costs for June were 103,500 units
Answer:
The amount of stockholders' equity as of July 1 of the current year is $39,994
Explanation:
In John Wong, DVM, on July 1 of the current year:
Total asset = Cash + Accounts Receivable + Supplies + Land = $10,687 + $8,307 + $1,853 + $24,857 = $45,704
Liabilities = Accounts Payable = $5,710
Basing on accounting equation:
Total asset = Liabilities + Stockholders' Equity
Stockholders' Equity = Total asset - Liabilities = $45,704 - $5,710 = $39,994
Answer:
Incomplete question
Complete question:
An aircraft factory manufactures airplane engines. The unite cost C ( the cost in dollars to make each airplane engine) depends on the number of engines made. If x is the number of engines made, then the unit cost is given by the function C(x)=0.8x^2-160x+26848. What is the minimum unit cost? not rounded
Answer: $18848
Explanation:
Since we have the function
C(x) = 0.8x²-160x+26,848
Firstly, we differentiate
C'(x) = 1.6x - 160
The minimum cost will occur where x = 100.
The vertex of a parabola (quadratic equation) occurs where X = -b/2a, in this case we have that
X = 160/(2×0.8) = 100
Therefore, we substitute x = 100 into the original equation
We have that
C(x) = 0.8(100)²-160(100)+26848
C(x) = 8000-16000+26848
C(x) = $18848
Answer:
Explanation:
Block on the table m(A) = m1,
block on the cord m2,
the coefficient of static friction is k1=0.4,
the coefficient of kinetic friction is k2 =0.28
(a)
Block A:
T = F(fr) = k1 •N = k(s) • m1 •g,
Block B: T = m2•g.
k1 • m1 •g= m2•g,
m1 = m2/k(s) = m2/0.4.
(b)
Block A:
T = F(fr) = k2 •N = k2 • m1 •g,
Block B:
T = m2•g.
k2• m1 •g= m2•g,
m1 = m2/k2 = m2/0.28.
<span>The answer is d. quantity demanded equals quantity supplied</span>
