This question has many possible answers.
Some infinite series can be shown to be convergent but the exact value is not known.
Some differential equations cannot be solved exactly, only by numerical methods which give approximations that are progressively better - but never exact.
There is not an exact answer to this question without the other number. But an equation is: -29 + number = answer.
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The sum of 89 and a number can be expressed as (89 + x), where (x) represents the unknown number. The exact value of the sum depends on the value of (x). Therefore, without knowing the specific number, we cannot provide a numerical answer.
"Avez-vous l'appoint ?" means "do you have the (smaller) money". This is a question heard when a seller asks you if you could pay the exact amount, without him having to give you anything back. Avoir l'appoint: to have the exact sum, not an approximative one. Faire l'appoint: to give the extra cents or small coins that are needed to get to the exact sum.
If the sum of a number and ( w ) is represented as ( \text{number} + w ), then to find the number, you would rearrange the equation to isolate the number. Thus, the number can be expressed as ( \text{number} = \text{sum} - w ), where "sum" represents the total value. Without a specific value for the sum, we cannot determine the exact number.
1661457 + 1 = 1661458
3
250 and 750, which sum to 1000. The exact sum is 1001.
There is no real problem. One possible issue is that someone given the answer may assume it is as estimated (or rounded) sum and not the exact answer.
it can help you determine whether toy made an error in calculating an exact sum or difference.
The expression you've written appears to be a combination of two very large numbers. When adding these two, the sum would be the result of aligning their digits and performing standard addition. However, without specific formatting or clear separation, it's difficult to provide an exact numerical answer without performing the calculation. Would you like me to calculate the sum explicitly?
Without seeing your exact spreadsheet, it is not possible to be specific, but you would generally be making use of the SUM function to total up your individual revenues.