推荐回答(5个)
1、运用相对运动,甲车为参考系,那么乙相对于甲的速度是45+36=81,6秒的时间开过去,那么路程即为车长81*6/3600=135(米)
2、画图,设水流速度为y,船静水速度为x,时间为t,水壶走了8+t分钟,速度为水速y,路程为(8+t)*y=500,船先走了8分钟,逆水速度为x-y,又折回走了t分钟,顺水速度为x+y,顺水的路程减掉逆水的路程即为水壶走过的路程,(x+y)t-8(x-y)=500,消去未知数tx=8x,即t=8,返回找水壶需要8分钟。
3、兔子跑了10分钟休息200分钟也就是乌龟跑了210分钟,此时兔子的位移是10*330=3300,乌龟的位移是210*30=6300,它们之间差了6300-3300=3000.兔子要赶上3000米的距离必须要在10分钟内,运用相对运动的观点,乌龟不动,兔子的速度是330-30=300,300t=3000,t=10,恰好是兔子要休息的时候赶上乌龟,这个时侯总时间是210+10=220,乌龟一直是匀速30前进的,所以路程是220*30=6600,距离终点8000-6600=1400(米)
4、假设哥哥用了X分钟到了学校又用了Y分钟碰到了妹妹,那么做路程图很容易看出,90X-90Y=60X+60Y即哥哥走到学校的路程减掉相遇前走过的路程等于妹妹走过的路程,又知道离学校180米处,所以90Y=180,则Y=2,解得X=10,家离学校的路程为90*10=900(米)
我自己做的,应该是对的。。。看着小学题我才知道原来我真的是高学历了。。。= =|||
解决此类问题必须画图,还要学会用相对的观点看问题,加油啦~
那个,我要分~谢谢咯~不懂问我,(*^__^*) 嘻嘻……
1、6÷60÷60=1/600(时)
(45+36)×1/600×1000=135(米)
2、发现水壶丢失后小船与水壶的距离是:
(水速+船速)×8分钟
返回寻找水壶的时间=路程÷顺水速度 即
(水速+船速)×8分钟÷(水速+船速)=8(分钟)
3、兔跑10分钟行了:
330×10=3300(米)
兔子睡醒后龟跑了:
30×(10+200)=6300(米)
兔子追上龟的时间:
(6300-3300)÷(330-30)=10(分)
距离终点:
8000-330×10×2=1400(米)
4、
哥哥比妹妹多走180×2=360米
相遇时间:
180×2÷(90-60)=12(分)
家离学校的距离:
90×12-180=900(米)
1、6÷60÷60=1/600(时)
(45+36)×1/600×1000=135(米)
2、发现水壶丢失后小船与水壶的距离是:
(水速+船速)×8分钟
返回寻找水壶的时间=路程÷顺水速度 即
(水速+船速)×8分钟÷(水速+船速)=8(分钟)
3、兔跑10分钟行了:
330×10=3300(米)
兔子睡醒后龟跑了:
30×(10+200)=6300(米)
兔子追上龟的时间:
(6300-3300)÷(330-30)=10(分)
距离终点:
8000-330×10×2=1400(米)
4、要有过程和思路!!!
哥哥比妹妹多走180×2=360米
相遇时间:
180×2÷(90-60)=12(分)
家离学校的距离:
90×12-180=900(米)
36×6=216(千米) 216-36=180(米)
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