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Evaluate $\displaystyle\lim_{n\to\infty}\left(\dfrac{(n+1)(n+2)\cdots3n}{n^{2n}}\right)^{1/n}$
$\ln L = \lim_{n\to\infty}\dfrac{1}{n}\sum_{r=1}^{2n}\ln\!\left(1+\dfrac{r}{n}\right) = \int_0^2\ln(1+x)\,dx$
$=\left[(1+x)\ln(1+x)-(1+x)\right]_0^2 = (3\ln3-3)-(-1) = 3\ln3-2$
$L = e^{3\ln3-2} = \dfrac{27}{e^2}$
The classification of costs into fixed and variable categories is a key feature of which costing system?
Marginal Costing (also called variable costing) explicitly separates costs into fixed and variable components. Only variable costs are charged to products; fixed costs are treated as period costs. In Absorption Costing, both fixed and variable overheads are absorbed into product costs without explicit separation. Standard Costing focuses on pre-set cost benchmarks. Direct Costing is essentially another name for marginal/variable costing, but Marginal Costing is the most precise and standard term here.
Before the Linotype, newspaper type was set manually, one letter at a time, which severely limited production speed and the number of pages a newspaper could produce daily. Otto Merganthaler's Linotype machine (1884) revolutionised this by casting entire lines of type at once using hot lead — hence the era of “hot lead” typesetting. This dramatically increased typesetting speed, enabling newspapers to produce far more content in less time. The Linotype remained in widespread use in the printing industry until the 1980s, when computerised pagination finally superseded it. The L.A. Times was notable for automating Linotype operations in 1962 using perforated tape, which reduced the manual time spent on hyphenation and justification. The machine was a critical enabling technology for the mass-circulation newspaper industry of the late 19th and early 20th centuries.
- \(n \geq 1\)
- \(0 \leq \ell \leq n-1\)
- \(-\ell \leq m \leq +\ell\)
Units produced and sold: 48,000; Direct materials ($3/kg): $298,000; Direct labour ($4/hr): $240,000; Fixed selling costs: $150,000; Variable selling costs: $24,000. Fixed production overheads absorbed at $10 per labour hour. What is the total absorption cost per unit?
Option B ($23.71) is correct.
Labour hours = $240,000 ÷ $4 = 60,000 hours
Fixed production overhead = 60,000 × $10 = $600,000
Total production cost = $298,000 + $240,000 + $600,000 = $1,138,000
Absorption cost per unit = $1,138,000 ÷ 48,000 = $23.71
The corpus luteum is primarily formed from which structure after ovulation?
After ovulation, the ruptured Graafian follicle collapses and transforms into the corpus luteum under LH influence. The ovum is released; oogonium and oocytes are germ cells.
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