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DagradMC

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DagradMC
DagradMC
How can i seel and buy in one chest when i make it is so mace 50m and sell 35 it's is no enough space
 
My fault it's actually B:5e7 S:3.5ea. (a = 7 in this scenario)

5 Followed by 7 zeroes (50,000,000)
3.5 shifted left by one (a-1=x) and followed by x amount of zeroes (35,000,000)
Maths guy over here, dont understand a thing bro just typed
 
What is is this mean
My fault it's actually B:5e7 S:3.5ea. (a = 7 in this situation)

5 Followed by 7 zeroes (50,000,000)
3.5 shifted left until there are no decimal points (dps) which would be 1 time in this situation (a-1=x) and followed by x amount of zeroes (35,000,000)

"shifted left until..." / multiplied by 10 until there are no decimal points (dps). You can understand "e" (in B:aeb or S:aeb) as "*10^" which when surrounded by the two values will give the amount it should be selling for. Eg. B:5e7 would be 5*10^7. Search this up on google and you get 50M. "*" representing multiplication, "10" being the amount you're multiplying by, and "^" being the power you're raising the base to, the base in this situation being "10". Eg. "10^4". This would by 10 multiplied by itself 4 times, this being 10K.

Now if we do this for 5e7, it would be 5*10^7 which can also be written as 5*10,000,000 (10M) (10 multiplied by itself 7 times). This comes out to 50M, the price you want to sell it for.

This can be changed. in B:5e7 S:3.5ea, a is used as a variable, same goes for x. These variables can also be used in place for 5 and 7 (in B:5e7) or 3.5 and 7 (in S:3.5e7). I only used a variable once however due to color limitations on the text just to make it simpler and make sure you understand that numbers can be substituted for the variables.

For example, we could use B:AeB S:CeD. A, B, C, and D are all variables. A being 5, B being 7, C being 3.5, and D being 7.
The way
x is used here as a variable is for the amount of zeroes following the numbers. This does not NEED to be x, it can be some other letter. To find x (in this situation), you subtract the amount of dps there are (decimal points) from the second variable (being B or D). This is the zeroes following the number ONCE the decimal places have been shifted left.
Eg. B:4.321e8. There are 3 decimal places (.321) and the second variable (B) is 8. This means we use B-3 (3 = the amount of decimal places) which will give us 5. Then, we can do 4321 * 10 ^ 5 which will give us 4321 followed by 5 zeroes (432,100,000).
If however the number of decimal places is LARGER than the second variable (B or D) we must do something else.
Eg. B:1.2345e3. This is unlikely to be used on a chest shop sign however is still possible. Since there is a higher dp amount than the value of the second variable (B or D), which in this situation is 3, we just shift the decimals 3 to the left (3 being B or D) which leaves us with 1234.5. To check this, we can do 1.2345*10^3. This will leave us with the same amount. Once again however, it is unlikely, and less efficient to use this method for smaller numbers like this. Standard form, a*10^b, is typically more useful for larger numbers, or numbers that are very small (Eg. 0.0000001), very small numbers however are unachieveable on chest shop signs.

You're welcome for this large explanation of it all, enjoy.
 
My fault it's actually B:5e7 S:3.5ea. (a = 7 in this situation)

5 Followed by 7 zeroes (50,000,000)
3.5 shifted left until there are no decimal points (dps) which would be 1 time in this situation (a-1=x) and followed by x amount of zeroes (35,000,000)

"shifted left until..." / multiplied once by 10. You can understand "e" (in B:aeb or S:aeb) as "*10^" which when surrounded by the two values will give the amount it should be selling for. Eg. B:5e7 would be 5*10^7. Search this up on google and you get 50M. "*" representing multiplication, "10" being the amount you're multiplying by, and "^" being the power you're raising the base to, the base in this situation being "10". Eg. "10^4". This would by 10 multiplied by itself 4 times, this being 10K.

Now if we do this for 5e7, it would be 5*10^7 which can also be written as 5*10,000,000 (10M) (10 multiplied by itself 7 times). This comes out to 50M, the price you want to sell it for.

This can be changed. in B:5e7 S:3.5ea, a is used as a variable, same goes for x. These variables can also be used in place for 5 and 7 (in B:5e7) or 3.5 and 7 (in S:3.5e7). I only used a variable once however due to color limitations on the text just to make it simpler and make sure you understand that numbers can be substituted for the variables.

For example, we could use B:AeB S:CeD. A, B, C, and D are all variables. A being 5, B being 7, C being 3.5, and D being 7.
The way
x is used here as a variable is for the amount of zeroes following the numbers. This does not NEED to be x, it can be some other letter. To find x (in this situation), you subtract the amount of dps there are (decimal points) from the second variable (being B or D). This is the zeroes following the number ONCE the decimal places have been shifted left.
Eg. B:4.321e8. There are 3 decimal places (.321) and the second variable (B) is 8. This means we use B-3 (3 = the amount of decimal places) which will give us 5. Then, we can do 4321 * 10 ^ 5 which will give us 4321 followed by 5 zeroes (432,100,000).
If however the number of decimal places is LARGER than the second variable (B or D) we must do something else.
Eg. B:1.2345e3. This is unlikely to be used on a chest shop sign however is still possible. Since there is a higher dp amount than the value of the second variable (B or D), which in this situation is 3, we just shift the decimals 3 to the left (3 being B or D) which leaves us with 1234.5. To check this, we can do 1.2345*10^3. This will leave us with the same amount. Once again however, it is unlikely, and less efficient to use this method for smaller numbers like this. Standard form, a*10^b, is typically more useful for larger numbers, or numbers that are very small (Eg. 0.0000001), very small numbers however are unachieveable on chest shop signs.

You're welcome for this large explanation of it all, enjoy.
😶
 
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