数学题:某市电话收费标准是月租费13元,每次通话时的前3分钟(不足3分钟按3分钟计算)收费0.2元,以后每1分钟

2025-04-03 09:22:03
推荐回答(2个)
回答1:

解:
(1)
次数最多,则每次都不超过3分钟。
(38-13)÷0.2=125(次)
累计时间最长,即每次都恰好3分钟。
125×3=375(分钟)
(2)
通话时间累计最长,则不超过3分钟的电话尽量多。若120次每次都不超过3分钟,则应交款120×0.2+13=37元,而实际交了38元,多交了38-37=1元,超过3分钟后每1分钟加0.1元,要通话时间最长,则超过3分钟的电话,超过不多于1分钟。1÷0.1=10次,即打电话超过3分钟,不超过3+1=4分钟的次数为10次,未超过3分钟的次数为120-10=110次。
110×3+10×(3+1)=370(分钟)

回答2:

(1)请问小明家这个月通话时间的次数最多可以达到多少次?通话累计时间最长可以达到几分钟?
解:最多打(38-13)/0.2=125次,通话累计375分钟。

(2)如果通话次数为120次,请你设计一种通话时间累计可以达到最多分钟的通话方案,并求出这种方案通话的最长时间.解:其中有不多于10次超过3分钟,且超出的部分按计算方式累计刚好10分钟,这样,可通话(38-13-120*0.2)/0.1+120*3=10+360=370分钟,为最多。

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