答案
解:设人数为x,则可得10≤x≤25,
甲旅行社需要花费:2000x×0.75,乙旅行社:2000(x-1)×0.8,
若2000x×0.75=2000(x-1)×0.8,
解得:x=16,即当x=16时两家的花费一样,
当x<16时,2000x×0.75>2000(x-1)×0.8;
当x>16时,2000x×0.75<2000(x-1)×0.8;
从而可得:
①当人数为10-15时,选乙;
②当人数为16时,甲、乙都可;
③当人数为17-25时,选甲.
解:设人数为x,则可得10≤x≤25,
甲旅行社需要花费:2000x×0.75,乙旅行社:2000(x-1)×0.8,
若2000x×0.75=2000(x-1)×0.8,
解得:x=16,即当x=16时两家的花费一样,
当x<16时,2000x×0.75>2000(x-1)×0.8;
当x>16时,2000x×0.75<2000(x-1)×0.8;
从而可得:
①当人数为10-15时,选乙;
②当人数为16时,甲、乙都可;
③当人数为17-25时,选甲.