The following three independent sets of facts relate
to (1) the possible accrual or (2) the possible disclosure by other
means of a loss contingency.
Situation I
A company offers a 1-year assurance-type warranty for
the product that it manufactures. A history of warranty claims has
been compiled and the probable amount of claims related to sales
for a given period can be determined.
Situation II
Subsequent to the date of a set of financial
statements, but prior to the...
The following three independent sets of facts relate
to (1) the possible accrual or (2) the possible disclosure by other
means of a loss contingency.
Situation I
A company offers a 1-year assurance-type warranty for
the product that it manufactures. A history of warranty claims has
been compiled and the probable amount of claims related to sales
for a given period can be determined.
Situation II
Subsequent to the date of a set of financial
statements, but prior to the...
The following three independent sets of facts relate
to (1) the possible accrual or (2) the possible disclosure by other
means of a loss contingency.
Situation I
A company offers a 1-year assurance-type warranty for
the product that it manufactures. A history of warranty claims has
been compiled and the probable amount of claims related to sales
for a given period can be determined.
Situation II
Subsequent to the date of a set of financial
statements, but prior to the...
1. (14) List the elements for each of the following sets:
(1) P({a, b, c}) (Note: P refers to power set)
(2) P{a, b}) - P({a, c})
(3) P(Æ)
(4) {x Î ℕ: (x £ 7 Ù x ³ 7} (Note: ℕ is the set of nonnegative integers)
(5) {x Î ℕ: $y Î ℕ (y < 10 Ù (y + 2 = x))}
(6) {x Î ℕ: $y Î ℕ ($z Î ℕ ((x = y +...
For each of the following sets, prove that thay are convex sets
or not. Also graph the sets.
a) ? 1= {(?1 , ?2 ): ?1 ^2 + ?2^2 ≥ 1}
b)?2 = {(?1 ,?2 ): ?1 ^2 + ?2^ 2 = 1}
c)?3 = {(?1 , ?2 ): ?1 ^2 + ?2 ^2 ≥ 1}
11‐10 Reporting Contingencies
The following three independent sets of facts relate to (1) the
possible accrual or (2) the possible disclosure by other means of a
loss contingency.
Situation 1
A company offers a one‐way warranty for the product that it
manufactures. A history of warranty claims has been compiled, and
the probable amount of claims related to sales for a given period
can be determined.
Situation 2
Following the date of a set of financial statements, but before
the...
Write down descriptions for each of the following sets:● Three different countably infinite subsets of the real
numbers.● Three different uncountably infinite subsets of the real
numbers.● One uncountably infinite proper super set of the real
numbers.
use logism: For each of the following functions, simplify using
Karnaugh Maps, then build, and hand in a properlydocumented
circuit. You need to submit both a K-Map as well as the circuit for
each part. a) F1 (a,b,c,d) = Σ(1, 2, 3, 4, 5, 9,10,11) b) F2
(a,b,c,d) = Σ(2, 3, 4, 6, 8, 11, 15) δ(a,b,c,d) = Σ(0, 5, 7, 9,
10)
discrete structures problems
1.Find a limit to show that x(In(x2))3 is
O(x2). Simplify when possible to avoid doing more work
than you have to. You will need to use L'Hôpital's rule at least
once.
2.Suppose that f is o(g). What is lim(f(n)/g(n)) as n→ ∞?
3.Suppose that algorithm has run-time proportional to log n and
takes 1 millisecond to process an array of size 3,000. How many
milliseconds will it take to process an array of size
27,000,000,000 ? Hint:...