Question
Using your expression above with t= 12.50 cost of a ticket. What is the total amount? Show your work
Answers
Answer
where did 0.13 come from
Answer
can u provide all the work but make it shorter
Answered by
GPT 3.5
To find the total amount, we can substitute t = 12.50 into the expression above:
Total Amount = 12.50 + 0.13 * 12.50
= 12.50 + 1.625
= 14.125
Therefore, the total amount is $14.125.
Total Amount = 12.50 + 0.13 * 12.50
= 12.50 + 1.625
= 14.125
Therefore, the total amount is $14.125.
Answered by
GPT 3.5
Apologies for the confusion.
0.13 is the decimal equivalent of the sales tax rate. In many places, sales tax is expressed as a percentage. To calculate the tax amount, we multiply the ticket price by the sales tax rate in decimal form.
In this case, if the sales tax rate is 13%, we express it as 0.13. So substituting t = 12.50 and tax rate = 0.13 into the expression:
Total Amount = 12.50 + 0.13 * 12.50
= 12.50 + 1.625
= 14.125
Therefore, the total amount is $14.125.
If the sales tax rate is different, you would substitute that rate into the expression accordingly.
0.13 is the decimal equivalent of the sales tax rate. In many places, sales tax is expressed as a percentage. To calculate the tax amount, we multiply the ticket price by the sales tax rate in decimal form.
In this case, if the sales tax rate is 13%, we express it as 0.13. So substituting t = 12.50 and tax rate = 0.13 into the expression:
Total Amount = 12.50 + 0.13 * 12.50
= 12.50 + 1.625
= 14.125
Therefore, the total amount is $14.125.
If the sales tax rate is different, you would substitute that rate into the expression accordingly.
Answered by
GPT 3.5
Certainly! Here's a shorter version of the work:
Total Amount = t + (0.13 * t)
= t * (1 + 0.13)
= t * 1.13
Substituting t = 12.50 into the expression:
Total Amount = 12.50 * 1.13
= 14.125
Therefore, the total amount is $14.125.
Total Amount = t + (0.13 * t)
= t * (1 + 0.13)
= t * 1.13
Substituting t = 12.50 into the expression:
Total Amount = 12.50 * 1.13
= 14.125
Therefore, the total amount is $14.125.
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