Find the distance between a point (–7, –19) and a horizontal line at y = 3.
1 answer:
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Answer:
<u>Question 1</u>
The function is one-to-one, so it does have an inverse.
The inverse of +6 is -6, so
Therefore, g(x) is the inverse of f(x).
<u>Question 2</u>
The function is one-to-one, so it does have an inverse.
To find the inverse, replace f(x) with y:
Rearrange the equation to make x the subject:
Replace x with and y with x:
Therefore, g(x) is the inverse of f(x).
1.) Taxable income is 22,764.42 (income 90,714 less range which is more than 87,850 but less than 183,250 = 2,864 multiply to its corresponding tax rate of 28% = 801.92 plus its corresponding amount of 21,962.50 = 22,764.42)
2.) Taxable income is 12,140.75
3.) Taxable income is 63,634.18
4.) Taxable income is 44,097.62
5.) Taxable income is 63,691.60
6.) Taxable income is 24,598.98
7.) Taxable income is 59,234.62
8.) Taxable income is 171,662.58
9.) Taxable income is 184,033.22
10.) Taxable income is 183,997.18
11.) Taxable income is 61,067.11
12.) Taxable income is 153,877.82
13.) Taxable income is 241,356.99
14.) Taxable income is <span>274,376.26
</span>
15.) Taxable income is 97,208.05
Note: Use the "from" amount as the basis, so if the income is 10,000 then you'll deduct 8,925 (basis) from 10,000 (since 10,000 is more than 8,925 but less than 36,250)
2.) Taxable income is 12,140.75
3.) Taxable income is 63,634.18
4.) Taxable income is 44,097.62
5.) Taxable income is 63,691.60
6.) Taxable income is 24,598.98
7.) Taxable income is 59,234.62
8.) Taxable income is 171,662.58
9.) Taxable income is 184,033.22
10.) Taxable income is 183,997.18
11.) Taxable income is 61,067.11
12.) Taxable income is 153,877.82
13.) Taxable income is 241,356.99
14.) Taxable income is <span>274,376.26
</span>
15.) Taxable income is 97,208.05
Note: Use the "from" amount as the basis, so if the income is 10,000 then you'll deduct 8,925 (basis) from 10,000 (since 10,000 is more than 8,925 but less than 36,250)