Sally wants to purchase a new snowblower for $349.99. The local sales tax is 7.5%. How much sales
tax will she have to pay? Round your answer to the nearest hundredth
To find the amount of sales tax Sally will have to pay, multiply the price of the snowblower by the sales tax rate:
349.99 x 0.075 = $26.25
Therefore, Sally will have to pay $26.25 in sales tax.
Apologies for the oversight. Let's add the tax to the total bill.
The initial bill total before tax is $50.88. To calculate the sales tax, multiply the bill total by the tax rate of 6%:
$50.88 x 0.06 = $3.05 (rounded to the nearest hundredth)
Add the sales tax to the total bill:
$50.88 + $3.05 = $53.93 (rounded to the nearest hundredth)
Now, let's calculate the tip based on the original bill amount of $50.88. To calculate the tip amount, multiply the bill total by the tip percentage of 30%:
$50.88 x 0.30 = $15.26 (rounded to the nearest hundredth)
Add the tip amount to the total bill including tax:
$53.93 + $15.26 = $69.19 (rounded to the nearest hundredth)
Finally, divide the total bill by the number of people (3) to find out how much each person will pay:
$69.19 / 3 = $23.06 (rounded to the nearest hundredth)
Therefore, each person will pay approximately $23.06.
To find Shardell's portion of the cost, we need to calculate the total cost for everything and then divide it by 2.
First, let's calculate the total cost before tax:
Catering bill: $325
Venue bill: $250
DJ bill: $375
Total cost before tax: $325 + $250 + $375 = $950
To find the sales tax, we'll multiply the total cost before tax by the tax rate of 9%:
Sales tax: $950 x 0.09 = $85.50
Now, let's calculate the total cost including tax:
Total cost including tax: $950 + $85.50 = $1035.50
Since Shardell and Marsha will split the cost equally, Shardell's portion would be half of the total cost including tax:
Shardell's portion: $1035.50 / 2 = $517.75
Therefore, Shardell's portion of the cost will be $517.75.
Apologies for the previous incorrect response. Let's calculate the percent error correctly.
The predicted weight of Sam was 60 pounds.
The actual weight of Sam is 75 pounds.
To find the difference between the predicted and actual weight:
Actual weight - Predicted weight = 75 pounds - 60 pounds = 15 pounds
To calculate the percent error:
Percent Error = (|Difference| / Actual weight) * 100
Percent Error = (|15| / 75) * 100
Percent Error = (15 / 75) * 100
Percent Error = 20%
Therefore, the percent error is 20%.
OH its 3.77% i copy n paste and i decided to ask a new question and thats the answer i said it here just in case anyone in the future just sees this soo HI i answered this in 2023 so it would be cool if someone saw this in like 2028
To find the percent error, we need to compare the actual outcome to the predicted outcome and calculate the difference as a percentage.
The predicted number of bags to be sold was 250, and the actual number of bags sold was 266.
To calculate the difference in bags sold:
266 - 250 = 16
Now, let's calculate the percent error:
Percent Error = (|16| / 250) * 100
Percent Error = 6.4%
Rounded to the nearest whole number, the percent error is 6%.
Therefore, the percent error is 6%.
all of these were right but 3.63, and the one that kept saying 3.17 is 52. instead of 3.63, it was 3.78
ya favorite math hater is here to save you again <3
idk what the muffin the people above me were talking about but uh... heres some answers :D
~~~~~~~~~~~~~~~~~~~~~
Answers:
1. $54
2. $19.69
3. 3.07%
4. 52%
5. 3.77%
~~~~~~~~~~~~~~~~~~~~~
hope this helps!
-Sad-girl :)
Thanks @Sad-girl :)!!! All correct, still 2023. Ummmm, don't be sad
Ken, Mike, and Ariel are eating out at their favorite restaurant. They each order a sandwich combo and
plan to split the bill evenly. The service they receive at the restaurant is amazing, so they decide to
leave a 30% tip. Their bill total is $50.88 before tax. If Florida’s sales tax is 6%, how much will each
person pay? Both tip and tax are calculated based on the original total of the bill. Round the tip and the
tax to the nearest hundredth immediately after calculating. Round your final answer to the nearest
hundredth