The following measurements correspond to air velocity and the evaporation coefficient of burned fuel droplets in a boost engine. regression equation isy =0.0692+0.0038X A) find 95% prediction limits...


The following measurements correspond to air velocity and the evaporation coefficient of burned fuel droplets in a boost engine.


regression equation is
y =0.0692+0.0038X


A) find 95% prediction limits for the evaporation coefficient, when the air speed is 190 cm / s.


Velocidad del<br>Coeficiente de<br>aire (cm/s)<br>evaporación (mm²/s)<br>20<br>0.18<br>60<br>0.37<br>100<br>0.35<br>140<br>0.78<br>180<br>0.56<br>220<br>0.75<br>260<br>1.18<br>300<br>1.36<br>340<br>1.17<br>380<br>1.65<br>

Extracted text: Velocidad del Coeficiente de aire (cm/s) evaporación (mm²/s) 20 0.18 60 0.37 100 0.35 140 0.78 180 0.56 220 0.75 260 1.18 300 1.36 340 1.17 380 1.65

Jun 09, 2022
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