If I get 1000 robux a month and buy 880 twice a month, how many months would it take to get 47000?
If you buy 880 robux twice a month, you would be spending 1760 robux per month (880 x 2 = 1760).
To figure out how many months it would take to get 47000 robux:
1. Subtract the amount you spend each month from the amount you earn each month: 1000 - 1760 = -760
2. This means you are losing 760 robux each month (since you are spending more than you earn)
3. Divide the amount you need (47000) by the amount you are losing each month (-760): 47000 / -760 = -61.84
4. Round up to the nearest whole number since you can't have a negative number of months: 62
So it would take approximately 62 months (or about 5 years and 2 months) to earn 47000 robux at this rate.
impatient much?
Once is enough, thank you.
Repeated postings will not get faster or better responses.
To find out how many months it would take to accumulate 47,000 Robux, we can use the following steps:
Step 1: Calculate the Robux purchased per month
Since you buy 880 Robux twice a month, the total Robux purchased per month would be:
880 Robux * 2 = 1760 Robux per month
Step 2: Calculate the number of months needed to accumulate 47,000 Robux
To calculate the number of months needed, divide 47,000 by the Robux purchased per month:
47,000 Robux ÷ 1760 Robux per month ≈ 26.705 months
Rounding up to the nearest whole number, it would take approximately 27 months to accumulate 47,000 Robux, assuming your purchasing pattern remains the same.
To determine how many months it would take to accumulate 47,000 Robux, we need to divide the target amount by the amount of Robux you can acquire in one month.
In this case, you receive 1,000 Robux per month. However, you mentioned buying 880 Robux twice a month. So we need to subtract the amount spent on purchases from the total amount received.
To calculate the remaining Robux after purchases in one month: 1,000 - 880 = 120 Robux
Now, we can calculate the number of months needed to reach the target of 47,000 Robux by dividing the remaining Robux each month (120) into the desired amount (47,000).
47,000 ÷ 120 = 391.67
Since we cannot have a fraction of a month, we need to round up to the nearest whole number. Therefore, it would take approximately 392 months to accumulate 47,000 Robux at the given rate.