To calculate the net worth, you subtract the liabilities from the assets.
Net Worth = Assets - Liabilities.
In this case, the liabilities are the total liberties, which amount to 125,000.
Net Worth = 100,000 - 125,000 = -25,000.
The net worth is -25,000. This means that the liabilities (total liberties) exceed the assets by 25,000.
Given 125,000 in total liberties and 100,000 assets what is the net work
11 answers
Do you have a sneaker collection worth $2000 and you have 300 in your savings account but you also have a credit card balance of $200 what are your total assets?
To calculate the total assets, you add up the value of your sneaker collection, savings account balance, and any other assets you may have.
Total Assets = Sneaker Collection + Savings Account Balance + Other Assets
In this case:
Sneaker Collection = $2000
Savings Account Balance = $300
Other Assets = 0 (since no other assets are mentioned)
Total Assets = $2000 + $300 + $0 = $2300.
Therefore, your total assets amount to $2300.
Total Assets = Sneaker Collection + Savings Account Balance + Other Assets
In this case:
Sneaker Collection = $2000
Savings Account Balance = $300
Other Assets = 0 (since no other assets are mentioned)
Total Assets = $2000 + $300 + $0 = $2300.
Therefore, your total assets amount to $2300.
Analyze the synonym as shown here to find the total price went to medium one topping pizzas are purchased with the incentive one topping medium pizza for 799 or two once happy medium pizzas for $6.49 each each
Based on the given information, there are two options for purchasing medium one-topping pizzas:
1. Option 1: Purchase one medium one-topping pizza for $7.99.
2. Option 2: Purchase two medium one-topping pizzas for $6.49 each.
To find the total price, we need to analyze the synonym presented in the question. Since the synonym mentions "went to medium one-topping pizzas," it implies that the person is choosing to purchase multiple pizzas.
Let's calculate the total price for each option:
Option 1: One medium one-topping pizza for $7.99, so the total price is $7.99.
Option 2: Two medium one-topping pizzas for $6.49 each. Since they are individual pizzas, we need to calculate the total price for each pizza and then add them together:
$6.49 for the first pizza + $6.49 for the second pizza = $12.98.
Therefore, if two medium one-topping pizzas are purchased, the total price is $12.98.
In summary:
- Option 1: One medium one-topping pizza purchased at $7.99.
- Option 2: Two medium one-topping pizzas purchased at $12.98 in total.
Please note that the synonym doesn't specify the number of pizzas being purchased, so we assumed it was two based on the given prices.
1. Option 1: Purchase one medium one-topping pizza for $7.99.
2. Option 2: Purchase two medium one-topping pizzas for $6.49 each.
To find the total price, we need to analyze the synonym presented in the question. Since the synonym mentions "went to medium one-topping pizzas," it implies that the person is choosing to purchase multiple pizzas.
Let's calculate the total price for each option:
Option 1: One medium one-topping pizza for $7.99, so the total price is $7.99.
Option 2: Two medium one-topping pizzas for $6.49 each. Since they are individual pizzas, we need to calculate the total price for each pizza and then add them together:
$6.49 for the first pizza + $6.49 for the second pizza = $12.98.
Therefore, if two medium one-topping pizzas are purchased, the total price is $12.98.
In summary:
- Option 1: One medium one-topping pizza purchased at $7.99.
- Option 2: Two medium one-topping pizzas purchased at $12.98 in total.
Please note that the synonym doesn't specify the number of pizzas being purchased, so we assumed it was two based on the given prices.
It is asking to analyze incentive as shown here to find the total price when one topping to medium one topping pizzas are analyzed with an incentive
Apologies for the misunderstanding. Based on the updated context, we need to analyze the word "incentive" to find the total price when purchasing one topping to medium one-topping pizzas.
However, the provided information does not specify what the incentive is or how it affects the price of the pizzas. Without further details or clarification on the nature of the incentive, it is not possible to determine the total price accurately.
To provide an accurate analysis, we would need more information regarding the incentive, such as any discounts, promotions, or special offers associated with the purchase.
However, the provided information does not specify what the incentive is or how it affects the price of the pizzas. Without further details or clarification on the nature of the incentive, it is not possible to determine the total price accurately.
To provide an accurate analysis, we would need more information regarding the incentive, such as any discounts, promotions, or special offers associated with the purchase.
Consider the following to Monte every incentives when purchasing a desktop computer at the regular price of $299.25 percent off all desktops with regular price is 200 or more 70, 7070% off repeat on any purchases of 200 or more find the price of the better, and Cindy days after the discount has been applied round the answer to two decimal places the final price of the computer as a discount for a better Sarah has been applied to
Based on the provided information, there are two incentives to consider when purchasing a desktop computer at the regular price of $299:
1. 25% off all desktops with a regular price of $200 or more.
2. A repeat discount of 70% on any purchases of $200 or more.
Let's calculate the final price after applying these discounts for both the Better, and Cindy:
For the Better (assuming it is a one-time purchase):
25% off $299 = $299 * 0.25 = $74.75
Final price for the Better = $299 - $74.75 = $224.25
For Cindy (assuming it is a repeat purchase of $200 or more):
70% off $299 = $299 * 0.70 = $209.30
Final price for Cindy = $299 - $209.30 = $89.70
Therefore, the final price after applying the discount for the Better is $224.25, and for Cindy is $89.70. Both values are rounded to two decimal places.
1. 25% off all desktops with a regular price of $200 or more.
2. A repeat discount of 70% on any purchases of $200 or more.
Let's calculate the final price after applying these discounts for both the Better, and Cindy:
For the Better (assuming it is a one-time purchase):
25% off $299 = $299 * 0.25 = $74.75
Final price for the Better = $299 - $74.75 = $224.25
For Cindy (assuming it is a repeat purchase of $200 or more):
70% off $299 = $299 * 0.70 = $209.30
Final price for Cindy = $299 - $209.30 = $89.70
Therefore, the final price after applying the discount for the Better is $224.25, and for Cindy is $89.70. Both values are rounded to two decimal places.
Which one is better the 25% off or the 70
To determine which discount is better, we need to compare the final prices after applying each discount.
For the 25% off discount:
Final price after 25% off = $299 - (25% * $299) = $299 - $74.75 = $224.25.
For the 70% off discount:
Final price after 70% off = $299 - (70% * $299) = $299 - $209.3 = $89.70.
Comparing the final prices, we can see that the 70% off discount gives a lower final price of $89.70, compared to the $224.25 final price obtained with the 25% off discount. Therefore, the 70% off discount is better in this case.
For the 25% off discount:
Final price after 25% off = $299 - (25% * $299) = $299 - $74.75 = $224.25.
For the 70% off discount:
Final price after 70% off = $299 - (70% * $299) = $299 - $209.3 = $89.70.
Comparing the final prices, we can see that the 70% off discount gives a lower final price of $89.70, compared to the $224.25 final price obtained with the 25% off discount. Therefore, the 70% off discount is better in this case.