$1$A$)$ Using experimental data, find the following for each parameter represented on the data sheet $($ies TS before drying, TS after drying, TS after igniting, etcc$)$ Name of person who completed

Mean $$

Standard deviation

$95\%$ Confidence Limit High End

$95\%$ Confidence Limit Low End

$\backslash$table$[[,$Mean,$\backslash$table$[[$Standard$],[$Deviation$]],\backslash$table$[[95\%$ Confidence$],[$Limit High End$]],\backslash$table$[[95\%$ Confidence$],[$Limit Low End$]]],[$TS before drying,,,,$],[$TS after drying,,,,$],[$TS after igniting,,,,$],[$SS before drying,,,,$],[$SS after dyyng$,,,,],[$SS after igniting,,,,$],[$DS before dyying,,,,$],[$DS affer drying,,,,$],[$DS affer igniting,,,,$],[,,,,],[,,,,]]$

$1$B$)$ What values for the calculation inputs below did you use for the calculations above? Name of person who completed

$0n$

Degrees of freetom

$t$ factor for $95\%$ Confidence Interval