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An ice cream vendor knows: If it rains (event R), at the end of the day with a probability of 15% all his ice cream

An ice cream vendor knows: If it rains (event R), at the end of the day with a probability of 15% all his ice cream will be sold (event V). For tomorrow, a rain probability of 70% is indicated. How likely is it that it won't rain tomorrow and all the ice cream will be sold? Enter your result a decimal number (NOT as a percentage) with 4 comms! Tips: multiplication rule, partition, total probability

please i just want answer no need explantion

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