Boldest, Brightest Tie-Dye Qty Fabric Squares/Bags/Soda Ash
Posted: Mon Nov 14, 2022 11:07 pm
Hi, Thanks for making this very helpful website available for my 12-year-old's science fair! She is modeling her experiment using "How to Make the Boldest, Brightest Tie-Dye!" https://www.sciencebuddies.org/science- ... st-tie-dye
1) In step 2 of the procedure, could you clarify why it calls for three squares of each of the five white fabrics, when they all seem to be put in the same sealable bag with the same dye? (We are modifying the experiment by using three different colors and six types of fabrics, so we are looking to eliminate redundancy... analyzing the hue, saturation, and brightness of 18 squares rather than 54 squares is much more feasible.)
2) In step 9a of the procedure, we mix 2 tbsp. of soda ash and 4 cups of warm water, but in step 10, only 1/2 cup of the soda ash solution is added to the sealable bag. What happens to the 3 1/2-cup remainder of the soda ash solution? Are there in fact two more bags, for a total of three bags, one for each of the three squares? This would explain why three fabric squares of the same type were not redundant, since any errors in dyeing in one bag or "batch" could be documented, and you would still have two more "batches" of good data.
My daughter is looking forward to this experiment! Thanks again for your help on this!
Beth
1) In step 2 of the procedure, could you clarify why it calls for three squares of each of the five white fabrics, when they all seem to be put in the same sealable bag with the same dye? (We are modifying the experiment by using three different colors and six types of fabrics, so we are looking to eliminate redundancy... analyzing the hue, saturation, and brightness of 18 squares rather than 54 squares is much more feasible.)
2) In step 9a of the procedure, we mix 2 tbsp. of soda ash and 4 cups of warm water, but in step 10, only 1/2 cup of the soda ash solution is added to the sealable bag. What happens to the 3 1/2-cup remainder of the soda ash solution? Are there in fact two more bags, for a total of three bags, one for each of the three squares? This would explain why three fabric squares of the same type were not redundant, since any errors in dyeing in one bag or "batch" could be documented, and you would still have two more "batches" of good data.
My daughter is looking forward to this experiment! Thanks again for your help on this!
Beth