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
Weekly Challenge #238
The Ideal Gas law is a staple of Chemistry classes around the world. You may recall that it is defined as PV=nRT; where P = pressure, V = volume, n = the number of moles, R = the ideal gas constant, and T = temperature.
This week's challenge is to create an app that requires an end user to select 3 checkboxes and enter values, then produces the final variable and units as a result.
For the sake of simplicity, we will use static units for all variables. Pressure in ATM, Volume in Liters Temperature in Kelvin, and R = 0.082057338. Use 3 decimal places on the inputs.
Bonus: Add in error messages if the user selects too few or too many checkboxes.
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
Pressure
Volume
Moles
Temperature
Numeric Up Down (50)
Numeric Up Down (51)
Numeric Up Down (52)
Numeric Up Down (53)
10.000
20.000
420.000
30.00
Update Value
Update Value
Update Value
Update Value
R = 0.082057338
Answer = If ([#1]="false") then (([n]*[R]*[T])/[V])
elseif ([#2]...
C:\Users\binua\AppData\Local\Temp\Engine_5516_a9d8884bf5c48a478ae757bd234c72a7_\Engine_5516_40ee705e634ce94eb514493ac18f0036~.yxdb
Single
Profile
[#1] = "true" and [#2] = "true" and [#3] = "true" and [#4] = "true"
You can select only 3 fields
Alteryx Educational Asset - Terms and Conditions
Use of this Alteryx asset is for educational purposes only and bound by the conditions set forth on alteryx.com/terms-and-conditions. Alteryx Information may not be reproduced, transmitted or distributed without Alteryx, Inc.'s permission.”
Horizontal
Question
Check Box (46)
Question
Check Box (47)
Question
Check Box (48)
Question
Check Box (49)
Question
Numeric Up Down (50)
Question
Numeric Up Down (51)
Question
Numeric Up Down (52)
Question
Numeric Up Down (53)
challenge_238_solution_BV
NoCondition
(Always Run)
UpdateValue
Simple
54/Data/r/c[1]
UpdateValue
Simple
54/Data/r/c[2]
UpdateValue
Simple
54/Data/r/c[3]
UpdateValue
Simple
54/Data/r/c[4]
Error
You can select only 3 fields
[#1] = "true" and [#2] = "true" and [#3] = "true" and [#4] = "true"
Tab
Questions
Tab (45)
BooleanGroup
Pressure
Check Box (46)
NumericUpDown
Numeric Up Down (50)
BooleanGroup
Volume
Check Box (47)
NumericUpDown
Numeric Up Down (51)
BooleanGroup
Moles
Check Box (48)
NumericUpDown
Numeric Up Down (52)
BooleanGroup
Temperature
Check Box (49)
NumericUpDown
Numeric Up Down (53)
Wizard