I tried \boldmath which doesn’t need packages, but it doesn’t work. Nor \mathbf, \mathbb… Thank you very much.
]]>See attached screenshot at snipboard.io below, note the math has braces and brackets and other parenthesis.
It’s simple math. Prompt used has ‘answer like a follower of science, and use mathematics to show numbers or working out’ (or something similar)
Example also follows (not sure if it comes through without being messed up by the forum):
[AI RESULT WITH SYMBOLS CONFUSED FOLLOWS]
If you need to dilute isopropyl alcohol to a specific concentration, here is an example calculation:
Suppose you have 99% isopropyl alcohol and you want to dilute it to 70%.
Formula: [ \text{Volume of 99% Isopropyl Alcohol} = \frac{\text{Desired Concentration}}{\text{Original Concentration}} \times \text{Final Volume} ]
Let’s say you need 100 mL of 70% isopropyl alcohol:
[ \text{Volume of 99% Isopropyl Alcohol} = \frac{70}{99} \times 100 = 70.71 \text{ mL} ]
So, you would need 70.71 mL of 99% isopropyl alcohol, and you would add enough water to reach a total volume of 100 mL (which means adding 29.29 mL of water).
By following these steps and calculations, you should be able to clean the perished rubber on your Dell notebook effectively and safely.
https://snipboard.io/F6mOgy.jpg
]]>I recommend Forminator all the time because of its ability to do logic like this, so this is really concerning. Please consider adding “less than or equal to” and “greater than or equal to” in the visibility conditions. Thank you so much!
]]>following situation: i calc in form field this formel:This both code doesn’t works, it means the 25 doens multiplikate! But why? I don’t understand it.
({field:length}*{field:width}/1000*119)+({field:length}*{field:width}/1000*119{simple (Holzart):6}*25)
({field:length}*{field:width}/1000*119)+({field:length}*{field:width}/1000*119{simple (Holzart):6})*25
Only this (without muliplikate 25:
({field:length}*{field:width}/1000*119)+({field:length}*{field:width}/1000*119{simple (Holzart):6}
Let ( n ) be the number of units purchased. The initial cost of one unit is $6.50. For each additional unit, the cost decreases by $0.50. So, the cost for each unit when ( n ) units are purchased is ( 6.50 – (n – 1) \times 0.50 ).
The total cost ( T ) for ( n ) units is the cost per unit times the number of units.
I do not know how to make that work with the calculations for this plugin. If someone could help, I would be so grateful.
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