[gay]白鷺孤飛的心事分享區(36)

1001 回覆
2 Like 1 Dislike
2017-02-11 23:02:30

做BOT玩TOP


呢加介左打機

介左又無野做

買OVERWATCH一齊玩


玩過

咁LOL好玩d

Overwatch太動態

LOL勁撚戇鳩 永遠都話要平衡 平極都平唔完 砍完又砍

睇開啲
冇可能平到
2017-02-11 23:02:56

買OVERWATCH一齊玩


玩過

咁LOL好玩d

Overwatch太動態

LOL勁撚戇鳩 永遠都話要平衡 平極都平唔完 砍完又砍


無技術就無技術啦
2017-02-11 23:10:07
好悶

想俾人溝
2017-02-11 23:14:18
好悶

想俾人溝

不了
2017-02-11 23:23:18

買OVERWATCH一齊玩


玩過

咁LOL好玩d

Overwatch太動態

LOL勁撚戇鳩 永遠都話要平衡 平極都平唔完 砍完又砍


無技術就無技術啦

你有仔BOR
2017-02-11 23:24:20
好悶

想俾人溝

你明明有仔
2017-02-11 23:24:50
俊傑巴一齊玩魔獸世界
2017-02-11 23:41:09
俊傑巴一齊玩魔獸世界


叫我傑傑

魔獸唔係好多年前啦咩
2017-02-11 23:44:55
魯魯
如0<A<PI/2, 證明2+SINA-COSA>0


D左佢,sub數, increasing,proved

INCREASING都可以負數GA BOR


你個gradient係正數,既係成個function係呢個range係increasing,咁係0係岩既話,之後個value係increasing,咁就知之後啲數就岩


At a=0, 2+0-1>0
f(x)>0
f'(x)=cos(a)+sin(a)
Between 0<a<pi/2,f'(x)>0
f(x) is increasing at this range
=> true

洗唔洗d多次f'(x)睇佢個tangent會唔會跌

f(x)夠睇
2017-02-11 23:46:56
俊傑巴一齊玩魔獸世界


叫我傑傑

魔獸唔係好多年前啦咩

好多年前但都多人玩
2017-02-11 23:47:55
魯魯
如0<A<PI/2, 證明2+SINA-COSA>0


D左佢,sub數, increasing,proved

INCREASING都可以負數GA BOR


你個gradient係正數,既係成個function係呢個range係increasing,咁係0係岩既話,之後個value係increasing,咁就知之後啲數就岩


At a=0, 2+0-1>0
f(x)>0
f'(x)=cos(a)+sin(a)
Between 0<a<pi/2,f'(x)>0
f(x) is increasing at this range
=> true

洗唔洗d多次f'(x)睇佢個tangent會唔會跌

f'(x)夠睇

因為sin,0<x<90,係0<x<1,gradient increasing;cos,0<x<90,係>0,所以加埋一定仲係increasing
2017-02-11 23:48:47
今日做得好少野
聽日要快啲
2017-02-11 23:53:17

洗唔洗d多次f'(x)睇佢個tangent會唔會跌

f'(x)夠睇

因為sin,0&lt;x&lt;90,係0&lt;x&lt;1,gradient increasing;cos,0&lt;x&lt;90,係&gt;0,所以加埋一定仲係increasing


好掛住sin cos
2017-02-11 23:54:21
我係咪入錯post
2017-02-11 23:58:29
我係咪入錯post

2017-02-12 00:05:13
魯魯
如0<A<PI/2, 證明2+SINA-COSA>0


D左佢,sub數, increasing,proved

INCREASING都可以負數GA BOR


你個gradient係正數,既係成個function係呢個range係increasing,咁係0係岩既話,之後個value係increasing,咁就知之後啲數就岩


At a=0, 2+0-1>0
f(x)>0
f'(x)=cos(a)+sin(a)
Between 0<a<pi/2,f'(x)>0
f(x) is increasing at this range
=> true

洗唔洗d多次f'(x)睇佢個tangent會唔會跌

f'(x)夠睇

因為sin,0<x<90,係0<x<1,gradient increasing;cos,0<x<90,係>0,所以加埋一定仲係increasing


仲要check埋sin x=cos x係minimum point
2017-02-12 00:06:01
魯魯
如0<A<PI/2, 證明2+SINA-COSA>0


D左佢,sub數, increasing,proved

INCREASING都可以負數GA BOR


你個gradient係正數,既係成個function係呢個range係increasing,咁係0係岩既話,之後個value係increasing,咁就知之後啲數就岩


At a=0, 2+0-1>0
f(x)>0
f'(x)=cos(a)+sin(a)
Between 0<a<pi/2,f'(x)>0
f(x) is increasing at this range
=> true

洗唔洗d多次f'(x)睇佢個tangent會唔會跌

f'(x)夠睇

因為sin,0<x<90,係0<x<1,gradient increasing;cos,0<x<90,係>0,所以加埋一定仲係increasing


仲要check埋sin x=cos x係minimum point


咁應該無走
2017-02-12 00:13:34
數學分享區
2017-02-12 00:15:32
啱啱都打完三場lol
Graves jg carry
2017-02-12 00:16:34
好悶

想俾人溝

你明明有仔


好似係衝突
2017-02-12 00:16:44
好悶

想俾人溝

你明明有仔


好似係衝突


好似無衝突
2017-02-12 00:17:28

因為sin,0&lt;x&lt;90,係0&lt;x&lt;1,gradient increasing;cos,0&lt;x&lt;90,係&gt;0,所以加埋一定仲係increasing


仲要check埋sin x=cos x係minimum point


咁應該無走


你數學拎咩
2017-02-12 00:24:56
係時候去動物園俾人溝
2017-02-12 00:34:10
啱啱都打完三場lol
Graves jg carry

專精Janna nami lux
2017-02-12 00:37:43
啱啱都打完三場lol
Graves jg carry

專精Janna nami lux

我三隻都成日用嚟打ranked
唔同season 打得多唔同位
S5 sup
S6 mid
S7 ad
吹水台自選台熱 門最 新手機台時事台政事台World體育台娛樂台動漫台Apps台遊戲台影視台講故台健康台感情台家庭台潮流台美容台上班台財經台房屋台飲食台旅遊台學術台校園台汽車台音樂台創意台硬件台電器台攝影台玩具台寵物台軟件台活動台電訊台直播台站務台黑 洞