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IB MAI HL Number and Algebra Topic 1.2 Sequences & Series (id: 9ba1e2e92)

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admin 发表于 2024-2-9 14:58:15 | 显示全部楼层 |阅读模式
本题目来源于试卷: IB MAI HL Number and Algebra Topic 1.2 Sequences & Series,类别为 IB数学

[填空题]
Elon is challenged to a sp(sb8k6gx 7.qcn 85yf5 h fhqdrl93zi qeed climb at a local mountain. He rd:7c tr i(z mc:0o5zhe 0zjpiu;iys5f08bu) has to reach a height of 400 metres above the groui5 b:z 5 y (roj e8czif0m;0duhic st)7:p0urznd within four hours.

Elon knows he can climb 150 metres in the first hour. Due to increasing tiredness, each hour he can only climb 75% of the height climbed in the previous hour.

1.Verify that Elon reaches his target height of 400 metres in four hours.
$S_4$≈  m
The mountain has a height of 650 metres. Elon decides to attempt to climb to the summit.

2.Determine whether he can reach the summit of the mountain if he continues climbing, given his increasing tiredness. Justify your answer.
$S_∞$=  m
On a different day, Elon climbs with energy snacks, which help to reduce his tiredness as he climbs. On this day, Elon again climbs 150 metres in the first hour, but then k% of the height he climbed in the previous hour, where k>75.

3.Calculate the minimum value of k, given that on this day Elon is able to reach the summit. Give your answer as a percentage, to the nearest whole number.
The minimum value of k is    %




参考答案:
空格1: 410空格2: 600空格3: 77±1


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