Answer:
approximately 76 51/250
Explanation:
To calculate Franklin Stewart's taxable income, you need to subtract certain deductions and tax credits from his gross salary. Here's how you can do it:
Calculate the total deductions and credits:
Basic personal amount: $14,398
Union dues: $7,920
Eligible childcare expenses: $1,480
Total deductions and credits = $14,398 + $7,920 + $1,480 = $23,798
Subtract the total deductions and credits from the gross salary:
Taxable income = Gross salary - Total deductions and credits
Taxable income = $47,300 - $23,798
Now, calculate the taxable income:
Taxable income = $47,300 - $23,798 = $23,502
So, Franklin Stewart will report a taxable income of $23,502 (rounded to the nearest dollar).
User
Evaluate. −[−125÷0.7(1.8)]−23 What is the value of the expression? Enter your answer as a simplified mixed number in the box.
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Let's break down and simplify the expression step by step:
First, calculate the value inside the parentheses:
0.7(1.8) = 1.26
Then, calculate the value inside the innermost brackets by dividing -125 by 1.26:
-125 ÷ 1.26 ≈ -99.2063 (rounded to four decimal places)
Now, negate this value (since it's inside the outer brackets with a negative sign):
-(-99.2063) = 99.2063
Finally, subtract 23 from this result:
99.2063 - 23 ≈ 76.2063
So, the value of the expression is approximately 76.2063. To express it as a simplified mixed number, it would be approximately 76 51/250