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In Mathematics / College | 2025-07-05

An electric device delivers a current of [tex]$15.0 A$[/tex] for 30 seconds. How many electrons flow through it?

Asked by vc5jmwm974

Answer (2)

Calculate the assessed value by multiplying the fair market value by the assessment rate: $145 , 000 × 1.00 = $145 , 000 .
Calculate the property tax due by multiplying the assessed value by the property tax rate per 100 : $145 , 000 × $100 $1.20 ​ = $1 , 740 $.
The assessed value is $145 , 000 .
The property tax due is $1 , 740 ​ .

Explanation

Calculate Assessed Value First, we need to calculate the assessed value of the property. The fair market value is given as $145,000, and the assessment rate is 100%. This means the assessed value is equal to the fair market value.

Assessed Value Calculation Since the assessment rate is 100%, the assessed value is: A ssesse d Va l u e = F ai r M a r k e t Va l u e × A ssess m e n t R a t e A ssesse d Va l u e = $145 , 000 × 1.00 = $145 , 000

Calculate Property Tax Due Next, we calculate the property tax due. The property tax rate is $1.20 per $100 of assessed value. To find the property tax due, we multiply the assessed value by the property tax rate per $100.

Property Tax Due Calculation The property tax due is calculated as follows: P ro p er t y T a x D u e = A ssesse d Va l u e × $100 P ro p er t y T a x R a t e ​ P ro p er t y T a x D u e = $145 , 000 × $100 $1.20 ​ P ro p er t y T a x D u e = $145 , 000 × 0.012 = $1 , 740

Final Answer Therefore, the assessed value is $145,000, and the property tax due is $1,740.


Examples
Understanding property taxes is crucial for homeowners. For instance, knowing how assessed value and tax rates affect your annual payments helps in budgeting and financial planning. If a community decides to improve local schools, the increased property taxes directly fund these enhancements, showing how civic investments tie back to individual property values and homeowner contributions.

Answered by GinnyAnswer | 2025-07-05

To calculate the number of electrons flowing through a device with a current of 15.0 A for 30 seco n d s , we find the total charge to be 450 C and then calculate the number of electrons, which is approximately 2.81 × 1 0 21 .
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Answered by Anonymous | 2025-08-03