<span>Family A: marginal rate 20%, average rate 10%</span><span>
Family B: marginal rate 40%, average rate 23% </span><span>
The marginal tax rate is the rate paid on the last dollar of income; this would be whatever tax bracket the family is in. The average price is the total tax divided by the total revenue. </span><span>
Family A: </span><span>
</span><span>
total income $40,000: this includes $10,000 at 0%, $20,000 at 10% (tax of $2,000), and $10,000 at 20% (tax of $2,000). The last rate paid is 20% so that is the marginal rate; the total tax paid is $4,000, divide that by $40,000 total income, that is the average rate. </span><span>
Family B: </span><span>
</span><span>
total income $100,000: this includes $10,000 at 0%, $20,000 at 10% (tax of $2,000), $20,000 at 20% (tax of $4,000), $30,000 at 30% (tax of $9,000), and $20,000 at 40% (tax of $8,000). The last rate paid is 40% so that is the marginal rate; the total tax paid is $23,000, divide that by $100,000 total income, that is the average rate.</span>
Answer:
2190 ; 2560 ;
$778.2
Explanation:
Total worth of gasoline sold = 16003.50
Cost of regular = 3.30
Cost of premium = 3.45
Let :
premium Gallon sold = x
Regular gallon sold = 370 + x
Hence, mathematically;
(3.45*x) + (3.30 * (x + 370)) = 16003.50
3.45x + 3.30x + 1221 = 16003.50
6.75x = 16003.50 - 1221
6.75x = 14782.5
x = 14782.5 / 6.75
x = 2190
Premium Gallon sold = 2190 gallons
Regular gallon sold = 2190 + 370 = 2560 gallons
Profit per regular gallon sold = $0.15
Progit per premium Gallon sold = $0.18
Total profit = (2190 * 0.18) + (2560 * 0.15) = $778.2
<span>What Supreme Court decision overturned Plessy v. Ferguson?
</span><span>A. Brown v. Board of Education</span>
Answer:
24%
Explanation:
For the taxes due on April 2020 (current year taxes):
The Lin household falls under the fourth tax bracket for married individuals filing jointly:
- tax rate 24%
- Income between $171,051 to $326,600
If no deductions were available, they would owe $188,000 x 24% = $45,120 in taxes.
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