求助
本帖最后由 落不下 于 2023-11-3 16:17 编辑希望有人能帮我解决一下这两个题，谢谢{:10_297:}
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XS8/LdrJctd7eSLF5cFJnKeBAeXhIfvTQ/Ir1MtC5poMLdHTT1Z37S1J+s5e4um9eTKXH7N/Pl+uGl4ObzPdKLJNct934Sd7Ih7bmchCc7bJqbSXlnPm9zOoc62ag8NUhbTsmg7ei29M1naHfudc2k9mg9Lcx7V4f8U4sEn21uNEoLELL9ZHKfFycuNUolHYHZ7t/Ndq+a7Vn4I3gsTiQtQVx6pPL7ZVw37+0uC/rnplNTlOt13Hpq0DZ+xfPrl7XtnhexdTpox8/GTJ0pLEbqvfvTUGybCfqtt6YcglQ76Wx5y025K2cap5oqt6Wb8tXSGdfPFOTO8aJ820p/E5Z9wr5L/551fV5SWpUk29TfFEumLkUD2O7vE+tto/WMSC+nWu77rUF7CVLFiHwV+c0S9Bsip72+T7tb1nbsV8a1XF3N8Fug0W/YMo/6AQAAAOxGjFyP1SMjV67J9flr5ZGg12eCIPexGT2QMzc02BMzoii6BAHVpJFu+23wPBipF52sLFAYngxGPZvb/WPfmXXR9fhO+l3gprUAygGZ+/1y+SDVR3FLg1QD0teWiGknaIDCHFjaSeIuyYp7NIkewB8d+0P6F8xBozn4999srUt/yrKrP7LxVE6N6ejI/XL0YobR7Ksv3FUGb+TZTLOj3/Okk6GZ9QhXI3VS3HoaFDiax2SX4RUUg73m83vk036Rhy/C0a6dUbx/W2Ragw5B3uYs+gudDzysXGwusF6hAW43Ir7RsqAjnN94TTBbGL5s+9rrkfcJ2suAzIYTIA9PBH9j+8GYxX6ubmOlz44umxt/usUnGOWx3eXlphxzr25GceUPd5IgaO/Vg7E7UHd0ZLQcki/MR9mJm/tvVtWZ2BG1M3oyoHpUc587maNX7Wh7T2X62LgrtOKV3GSeOsH3vuAh64B82X9D7uziyTvz7G9qR4YXdfbyRgZNmWcYVVAYuSbLWdtZqSipF0A5hZOX5dG0RCZ/PSF3ZNK0N9M/7JLAOgAAAICdi+B6ooQ0FuHB6vCEPKoJCNUu5YBOzHOPfg+DPUkBH00rErx27uQB+7E2SDZ41k5QFhUEvHvN4hl4La3Jotcl7GEqkF75tJ3Hs/ZS70jwJsfFBn30BIX1VE4lpqjREecn5NyLXjm9pBP7tbbBhZOmPizdlGPhqFoNVEw1vnJg5YUGktSAfDV/UDZt+pn6dW58ub677L8F9kTD8UV5N6Ij/t+bemseDNMIxH3Wxg05V/X4fjsqz6bJaTHAHgaDhsY+t0GiQu+AyNti60H7rIoP5I7oxG3B3Zcz9SfIojIFr1JpXY2WZYOlHPAMrppoNrBeOHhTln1GzA9ftn2a78m/+DQQ1f2M/Zt29jvbLpoCyrT36V65Nba/vWlGamh/E7SpNbmz1FsX8D62EPNd5lIQRU9sVL7b/mwwcj0Ilh9byFjHbFoU/SyXtiZiZOqsvF3YgSnHsmhrfxOpd29vx5/A7TG/d2wg291Po7+b3EnUrIZ6oydKEpi+JTx5p1eH9O3uzgAAAADADkJwvRXlgFBJVlazBwt15K93elg7uk9HciZd9r4lz2aS88XGLX1jZ2TOJ0ds6ZU806Dp+MHswbY6GjhvsP09B8x6VV85kNcSDfrYJSaNQBhElinzmisT2QIKWeh2/f6nLC/cDFJdxJ28qVKbf9m8XoMLmre+JnBRDmzNHxLp/65uux/9fk1mBwfk2MKkFHzrnh1Fu19GF3rlul7xEFltG7SN/Szz5ODZmpNPkXJv6iqAUCUYFI7MLIwckiFTLh0buVqYiOTp7pHJ6d7YK1Dy4zmKOppzXVNzZAqs61UJ1f1YYbiV/eSUHshsHlcrdJznCQ27BCO2mxL2ryFTx/SKKT1BUt1H1++natlHNlcx++mW+Y75ynR4KxdfyJfhVQNtpKPjNe1MtpMx0VHrMfW553P5SnLoA2JPGDbKud76yctU7exvovXOfHd8UTxvf0eEczNoSpb67U1bKidRfQLsmQxflrvj7nYKXefZDp6UAgAAALC3EVzPybuFMzKaKbC9X07Na2oQnwPjNZm1eVfjRri70eSDvdKvd8fDwKqmkHkjMhYGqGvv/xYcpGoANGvgzU6kaiQEHzItduR4hu23o1SzrFe+iqsPpFi4bMon4yi9JmjAMtsoTU0JMyDHxiN59126IJ1QNrb8egrSHzuCW6+E+E3mZFFGM9Y9LYs74YjGsSfVJyLc5fzbkeZExI2al8PyZRiU08CaKZdOp4Yps/slPsXTdiinF4m50iWZ2Zdb2o/tj2+7TS59YzfkobtaYWfpbFqYYJ8dltkwhZRROPmdfb/1+cVKCqvSK7k1H0ySnHSS8uW9ximvqpVkUa92GNSUMCUpTLWv/ytbvWRHY2e9osKmqTHtPnmUuwadD8vDad9tr6Eno2L2bZAaTk9w1z9XPqHYqatncuxvgnoXmRz2pP42CCYz1ZM6mpKlNm1TuM1f6SjyupO5lZOoWfLth4KT2vF9SHQJJ759ljCxbBDc78Dksm202yc0tfvafM8E6fF24olXAAAAoBrB9VwEOZ9l8FBqmphgeRIchI9/ly0nqbFy8ba8nUka3ecCjf290hc80CaaO9ys+/hhmV0yB82x29Z4Keeujz1RsP0KwzmOVG+JG6Vp6sm3mvGnLAggJafm0dzDf8jLuJiCTjoW5vmfeZAYgAqCHDonwA2XDzcYzVrF5jzfptz7YR56m2891CNfjJm6lXTSwVNimh1bfnHc52vZ3tveIHI4KZ4K0+b4OSynY9puc0t4FcNhuTuVPdC243kHWYOrMTTdyRfukcAB+Vb7zMjVQuWTnDYVWBzTR0z1yq3B7EHmMHAd1JfOpN8pFiYjo7EbWZM7WqcbzTdig85P5dQOO5Gzff2Nuwpo/JB85R5RmmJHr3xZX3pl63F82qb86EnauLkX4pbT4aCAmOfsYr8fTV02fc5X2/H9lIPY9EuRJfwd1ZrGV+akzxsUWVwasmxMWzb1Ovx7vcJhN8+VAAAAgL2B4HpXC/J+35Lv3Og+vdxflzWbhmZl1dwO/lCGejtxFNkjk1eq04I0ZydPiNoh9lL9AZmNC0gOX5blpeSUDYVeqQ+4aMB8TEemamqYYBR67evt5f+DGlQ3B7762ebvrtsATr0gp2+bc+8nCPPQ1waObWqYnILbSRNjhhNnxgk+33j8ormRs5o+JSZwEQQ4sqYoCVIy5Mv0Mxkm0i3ef5CS7ql3B+ZLz1rm0aXJtDA2l3h8uhM7X0N5BHCYKipIEZZ4IrBnQk6P6/on5yDXK1O0vujo0aDOxJxEayOfK5OCSXmzTHrqTj7q1VU7aNTytvQ3ytY7/Z753D3g2Ppj/vWcsNqbPUlb0XoQPzgpHaQrM79VWpwrZXdrfGVOkIIn6WqNyBJNQwYAAADsQQTX81Q3gWPckjU3qzlIPK6TEQa5SzUA0jd4RM7NLModPZIu7JMRc+BYcKN4+839nSCcfHU7grI7iY5OlZlriScy0gKVNugSCbjoSOa+6S3pn7kpy+ZAOGly1sKIGwmro4yXfksJTISjHXU0rcd8A6sPZLHlEWphcDEmEBkGhHIave5NU/Lov1Uj6j2Y9Q/mGqgOXJTz1Ecei1uuj4md6G9o/KZsLuUZ7Hgvd3Qi3dS0VxqgvSGnxlpMydFVwuCTS3+x0Rs7oj8s96/sfgvSwgz1+9SAMCAYTNIZ9JEJXH+vwdhGJznt6OOY+RlCepWOpvBYLgdw8+2Xbb+jo+dbbYurbr6RlBOKVVzqrPpc9RklpD3b1pzrcVrtbwx7ojLhKrqRK8HcGO0UnKTN72R7mMO/mcmbdws9aZbl+29ovPl6E29Az8VkcEC+NX1O8P00YPqyBlejAAAAADsAwfUWVU0sl3apcnlxaRIaCtN/mIOgwcN2FLHNYfr7ZZk7eaA8GWbeB6e50lH27iY86MSCb7Pmwo9h848/lVumbuqVD+e2Dtlgudab1GrSMyGPypOtusdiBamIhnqDEzr18w24QFPNyaa+6RsyN60T5dmXNaV4/7YLLgaByFpBOgMNgCWP2G2fA/Ll+IAcm46ZJNcGTDO0Ux256b3bgytcdPSxHbHZroBYeT6HmMWNXBxqabLjDEyf0gmFgzdleSMM5rrUW5mCmAdM3Q9yTWfukvUqFcnS3l2qqLgTS3HKJ5vSR3EXhg8GeeIzbF9sLmiXEqI6tUk4Gv5pcMKl6d22Zr77tjzTiJnvTlcfbYDdN6dzKznXvU6qtKrF/sZNYBt7dVQrSm7Scnc3jV1Pm+ffPdCqkew5/LU9ab9p6+vF7fi+yJ+mdNN0bum5+Hvki3nto5Imx2+C/nbYSD5xX0tTAD2yJ41N2zG/SwAAAICdjuB604IDs+cFjyCKL5v+Iwiox48idiOIowen5VF3QXqCSsCj9n6YbqJN9AB77IiMVqUlqEy+2skQxE6zcu8P+Wq+lQPf4MTM+vxteX7QHLyag+jM2R6yTLbqJlqtSiFRM99AeUK78mPBxIya2/fbpkepubzLacHFMKCogf1tSAsxckUDDO5OJ9hAll7honl6u2DEpjvh0harl2S2Q8PiddLhzvRRJVmcydjebQqPtAk9640cDE7Qar+fx9UcsbmgwxMrValN3NUWdml0si6JXr11W2Tap01pezghs8XPy3mp9covnfx1sVFqox7zGvN929xobQ1YPrGv7eR3Wyv9TaOroyoiQeiqxZ1ErRnp3zfmJi3PmvM/x9QzfqmG3JWBG3p1YGe+LxpN2hpOVJptQtPaqyiClG4B81xKgH3npegCAAAAuhvB9aYEKVtu9V6rPrDNNS1MIPkgSPMgL8oz815VuafLo+5ceoJywKP2fphPM97K/bh1z77YA2x9I01LUA6wh5OvtjmP6062+sAGxLOP0kxgUyO8kYcL+Y/IS0sl0Fjz+z7Iu9w4uFiejG/+SEuj5LudDdTYdhak8ck6anAn0hQjRxd65dvtOHlQKgYT+zbZbwXpURICXd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
第一个问题：
a = 0
for i in range(5):
a += float(input())
print(a/5)
第二个问题：
import time as t
def boy(height):
return (height - 100) * 0.9
def girl(height):
return (height - 100) * 0.9 - 2.5
gender = input("请输入你的性别：")
t.sleep(1)
height = int(input("请输入你的身高(厘米)："))
if gender == "男":
print(boy(height))
else:
print(girl(height)) 当然，我会尽力帮助您解决这两个问题。请您提供具体的问题描述和所涉及的编程语言，这样我才能更准确地回答您的问题。 q_1 = input('write people1`s tall_vule:')
q_2 = input('write people2`s tall_vule:')
q_3 = input('write people3`s tall_vule:')
q_4 = input('write people4`s tall_vule:')
q_5 = input('write people5`s tall_vule:')
average_height = (q_1+q_2+q_3+q_4+q_5)/5
print(average_height)
import time
sex = input('write your sex:')
if sex = 'man':
man_standard_weight = input('write your height:')
print((man_standard_weight - 100)*0.9)
if sex = 'woman':
woman_standard_weight = input('write your height:')
print((woman_standard_weight - 100)*0.9 - 2.5)
time.sleep(5)
del(sex)
页:
[1]