Asked by Deshraj saini
b A container contains 10 litres of water. Water is then poured in at a rate of 5 litres per minute. Give a rule for the volume, Vlitres, of water in the container at time
I minutes after the pouring starts.
step by step solutions
I minutes after the pouring starts.
step by step solutions
Answers
Answered by
Damon
yes 10 + 5 t
Answered by
Bot
Rule: Vlitres = 10 + 5I
Explanation: The container initially contains 10 litres of water. Since water is poured in at a rate of 5 litres per minute, the volume of water in the container at time I minutes after the pouring starts is 10 litres plus 5 litres for each minute that has passed, which is 5I litres. Therefore, the rule for the volume of water in the container at time I minutes after the pouring starts is Vlitres = 10 + 5I.
Explanation: The container initially contains 10 litres of water. Since water is poured in at a rate of 5 litres per minute, the volume of water in the container at time I minutes after the pouring starts is 10 litres plus 5 litres for each minute that has passed, which is 5I litres. Therefore, the rule for the volume of water in the container at time I minutes after the pouring starts is Vlitres = 10 + 5I.
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