Publicité
Prochain SlideShare
ATTENTION PLEASE INCLUDE ALL THE CALCULATIONS OF THE PROBLEM.pdf
ATTENTION PLEASE INCLUDE ALL THE CALCULATIONS OF THE PROBLEM.pdfChargement dans ... 3
An XM-1 tank has a MTBF of 810 kilometers. Assuming an exponential di.pdf
24 Mar 2023•0 j'aime•2 vues
0 j'aime
Soyez le premier à aimer ceci
afficher plus
vues
Nombre de vues
0
Sur Slideshare
0
À partir des intégrations
0
Nombre d'intégrations
0
Télécharger pour lire hors ligne
Signaler
Formation
An XM-1 tank has a MTBF of 810 kilometers. Assuming an exponential distribution: (a) What is the maximum mission length such that there will be a 0.98 chance of the tank returning? (b) What is the probability of the tank returning from a 160 kilometer mission? (c) How many tanks should be sent out on the 160 kilometer mission to obtain a probability of 0.99 that at least five tanks will arrive at the target area (assume 80 kilometers to target). Solution if no one answer pls rate me :) ty.
aimeetradesolutionsSuivre
Publicité
Publicité
Publicité
Recommandé
ATTENTION PLEASE INCLUDE ALL THE CALCULATIONS OF THE PROBLEM.pdfaimeetradesolutions
At what point(s) does the graph of the function shown below have a ho.pdfaimeetradesolutions
At what point(s) (if any) is the following function continuous At x.pdfaimeetradesolutions
At the start of 1997, 41 of the nearly 900 independent beer distri.pdfaimeetradesolutions
At the right, you can see lines labelled I through 4. Write on the hl.pdfaimeetradesolutions
At the .05 significance level for a two-tailed test, can we conclud.pdfaimeetradesolutions
An XM-1 tank has a MTBF of 810 kilometers. Assuming an exponential di.pdf
- An XM-1 tank has a MTBF of 810 kilometers. Assuming an exponential distribution: (a) What is the maximum mission length such that there will be a 0.98 chance of the tank returning? (b) What is the probability of the tank returning from a 160 kilometer mission? (c) How many tanks should be sent out on the 160 kilometer mission to obtain a probability of 0.99 that at least five tanks will arrive at the target area (assume 80 kilometers to target). Solution if no one answer pls rate me :) ty
Publicité