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A military commander wants to destroy an enemy underground bunker. Each plane he sends out has a probability of 0.8 of scoring a direct hit
A military commander wants to destroy an enemy underground bunker. Each plane he sends out has a probability of 0.8 of scoring a direct hit on the bunker. It takes four direct bomb hits to penetrate the bunker and kill the enemy combatants inside. If the commander can mount seven assaults before the bunker becomes tactically unimportant, what is the probability he penetrates the bunker and eliminates the enemy combatants?
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