two friends meet at an intersection when they part one walks

two friends meet at an intersection when they part, one walks west at 3 miles per hour while the other walks north at 4 miles per hour. After one minute at what rate is the distance between them (as the crow flies) increasing?

Please explain/ show work for rating. Someone told me 5 mph or 5t but I don\'t understand how the got that. Please show me.

Solution

\\d = \\sqrt{x^2 + y^2};\\;\\; d\' = (xx\' + yy\')/\\sqrt{x^2+y^2}\\)
two friends meet at an intersection when they part, one walks west at 3 miles per hour while the other walks north at 4 miles per hour. After one minute at what

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