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To mentally estimate the total cost of items priced at $1.85 and $0.98, you can round the numbers to make the math easier. Round $1.85 to $2.00 and $0.98 to $1.00. Adding these rounded values gives you an estimated total of $3.00. This approach provides a quick and simple way to gauge the total cost.

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You wish to mentally estimate the total cost of items that have the following prices 1.85 98 3.49 9.78 and 6.18 Rounding off the items to the nearest half-dollar your estimate of the total is?


You wish to mentally estimate the total cost of items that have the following prices 1.85 98 3.49 9.78 and 6.18 Rounding off the items to the nearest half-dollar your estimate of the total cost is?

To mentally estimate the total cost of these items, we would substitute the following numbers 2, 1, 3.5, 10, and 6. By rounding to the half-dollar, the estimate would be 22.5. This assumes that the 98 is a 98-cent item. If it were a 98-dollar item, the estimate would be 119.5.


How do you Mentally estimate the total cost of 1.85 0.98 3.49 9.78 and 6.18 rounding off to the nearest half-dollar your estimate of the total cost of these items is?

$22.50


Do you overestimate or underestimate when you estimate the total cost of items you want to buy?

I tend to underestimate the total cost of items I want to buy. This often happens because I focus on individual prices without accounting for additional costs like taxes or fees. As a result, I end up surprised when the final total is higher than my initial estimate. It's a useful reminder to be more thorough in my calculations before making purchases.


What is matrix in maths?

It is a table of items, usually numbers. For example, you might consider the prices of several items in a shop. Put these in a column. Then for the same items in a different shop, another column alongside the first. And several shops. You finish up with an array of prices. That is an example of a matrix.

Related Questions

You wish to mentally estimate the total cost of items that have the following prices 1.85 98 3.49 9.78 and 6.18 Rounding off the items to the nearest half-dollar your estimate of the total is?


Mentally estimate cost of following prices 1.85 .98 3.49 9.78and6.18 rounding off the items nearest halfdollar your estimate of total cost?

It's $22.50.


You wish to mentally estimate the total cost of items that have the following prices 1.85 98 3.49 9.78 and 6.18 Rounding off the items to the nearest half-dollar your estimate of the total cost is?

To mentally estimate the total cost of these items, we would substitute the following numbers 2, 1, 3.5, 10, and 6. By rounding to the half-dollar, the estimate would be 22.5. This assumes that the 98 is a 98-cent item. If it were a 98-dollar item, the estimate would be 119.5.


You wish to mentally estimate the total cost of items that have the following prices 1.85 98 3.49 9.78 and 6.18 Rounding off the items to the nearest half dollar your estimate of the tota?

To mentally estimate the total cost of these items, we would substitute the following numbers 2, 1, 3.5, 10, and 6. By rounding to the half-dollar, the estimate would be 22.5. This assumes that the 98 is a 98-cent item. If it were a 98-dollar item, the estimate would be 119.5.


You wish to mentally estimate the total cost of items that have the following prices 1.85 98 3.49 9.78 and 6.18 Rounding off the items to the nearest half-dollar your estimate of the total cost of the?

A person would need to know what all of the following prices are to know what the total cost would be. It is important that this information is included along with the full question so the correct answer will be able to be given.


Mentally estimate the total cost of 1.85 0.98 3.49 9.78 and 6.18 rounding off to the nearest half-dollar your estimate of the total cost of these items is?

The estimate is $22.50.


How do you Mentally estimate the total cost of 1.85 0.98 3.49 9.78 and 6.18 rounding off to the nearest half-dollar your estimate of the total cost of these items is?

$22.50


What are the current prices for items with apostrophe prices?

The current prices for items with apostrophe prices vary depending on the product and location.


What are dual price items?

dual price items are items with 2 prices


What does it mean when stores drop prices on items then raise prices on other items?

It means they keep making the same overall profit.


What are the prices of items in 1940s compared to the prices of items in 2011?

In 2011, it would take $1,249.67 to buy the same amount as $100.00 bought in 1945.


what is the asking price for either laptops?

what are the prices on the laptops. Please show a list of prices on these items.