The tax due for the single taxpayer whose income is as described is; $14,459.5.
<h3>What is the tax due for the single taxpayer?</h3>
It follows from the task content that the tax due for a single taxpayer whose taxable income is; $65,725 is to be determined.
Since, the taxable income falls between the range; $40,526 to $86,375, 22% of the income is the tax due and hence, the tax due can be evaluated as follows;
= (22/100) × $65,725
= 14,459.5
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Answer:
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Step-by-step explanation:
Answer:
A) y=-2x+5 (2,-9) Use substitution method
-9= -2(2)+9
-9= -4+9
-9= 5
B) y=-2x+5 (-2,9)
9= -2(-2)+5
9= 4+5
9= 9
Answer : B) only (-2,9)
This is a linear programming question
if u want to solve the question, u can plot a graph(see the picture)
while x is n, y is r
and u may find out all of the integral values of x ,y in the required region, and sub them to 6450x+7150y=c, where c is the overall customers number, see which point give u the largest number of customers, u may get the ans then