Answer:
correct option is (a) The lesser of 50% of business wages or 25% of wages plus 2.5% of the unadjusted basis of qualifying property
Explanation:
As we know that when a single taxable income of the single filer is exceed by $157,000 by the $50000 or more, then their QBI must not exceed
so
- 50% of the taxpayer's share of W-2 wages paid in respect of a qualified trade or occupation
- 25% of such salary and 2.5% on a volatile basis immediately after acquiring the tangible depreciation asset
Qualified Business Income (QBI) exemption refers to taxable income recognized by a partnership, S corporations, LLC or sole proprietorship. This is below the line deduction that does not deduct your AGI, but it does reduce the amount of taxes.
Principal (P) = $13300
Rate of interest (r) = 3.7%
Number of times compounded in a year (n) = 2
Number of years (t) = 18 years
Then
Amount = P(1 + r/n)^nt
= 13300[1 + (0.037/2)]^36
= 13300[1 + 0.0185]^36
= 13300(1.0185)^36
= 13300 * <span>1.9346
= 25730.54 dollars
From the above deduction, it can be concluded that the correct option among all the options that are given in the question is the third option or option "C".</span>
C. buying an established business
If you look at it it kind of depends on the business and their success rates.
Answer:
human-centered
Explanation:
human-centered Worldviews is when human is been seen as crucial specie that exist on Earth. It should be noted that any human-centered worldview will eventually fail because it wrongly assumes we now have or can gain enough knowledge to become effective managers or stewards of the earth.
Answer:
option (C) L(x) = 200,000(x - 0.40)²
Explanation:
Given:
quality characteristic = 0.40
Tolerance = 0.03
Repair cost = $180
Now,
Taguchi loss function is given as:
Loss (in $) = Constant × ( Quality characteristic - Target value )²
For quality characteristic of 'x' target value 't'
and constant A
L(x) = A × ( x - t)²
substituting the given values, we get
$180 = A × (0.03)² [x - t = tolerance]
or
$180 = A × 0.0009
or
A = 200,000
Hence,
Taguchi loss function
L(x) = 200,000(x - 0.40)²
Hence,
the correct answer is option (C) L(x) = 200,000(x - 0.40)²
