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#1 實用方程式(已更新2009-8-19)
估唔到我走左咁耐,呢個post仲度
之前因電腦壞左,所以冇上黎一排
而家上番黎,即刻更新呢個post先

實用方程式:


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生物學:

光合作用 :6H2O(水)+ 6CO2(二氧化碳)= C6H12O6(葡萄糖) + 6O2(氧氣)+ Energy

呼吸作用:C6H12O6(葡萄糖) + 6O2(氧氣)= 6H2O(水)+ 6CO2(二氧化碳) [注:此過程會釋放出名為ATP的能量,即adenosine triphosphate(三磷酸腺)]


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物理學:

密度:density(密度) = mass(重量) / volume(容量)

能量 : Energy(能量) = mass(重量) X Celeritas^2(光速^2) [注:Celeritas是拉丁文,在這條方程式上代表真空光速的來源。]

力量:force(力量) = mass(質量) x acceleration(加速度)

加速度 : acceleration(加速度) = mass(重量) / speed^2(速度^2)

速度: speed(速度) = distance(距離) / time(時間)


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化學:

化學風化:HCl(含微酸的雨水)+ CaCO3(石)= H2O(水)+ 6CO2(二氧化碳)+ CaCl (鹽)

mass = number of moles x molar mass

Avogadro's constant = 6.02 x 10^23

Number of particles/atoms = number of moles x Avogradro's constant

Molecular formula = number of moles x empirical formula

Percentage yield = (actual yield / theoretical yield) x 100%

Initial concentration x initial volume = final concentration x final volume

Molar concentration (mol/L) = amount of solute (mol) x volume of solution (L)

Ideal gas law : PV = nRT

P: Pressure, V: volume, n: number of moles, T: temperature (in Kelvin)
R: Ideal gas constant


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數學:

Equation of line : General Form : Ax + By + C = 0

Point slope form : y - y1 = m(x - x1) , m = slope(斜率)

Two point form : y - y1/x - x1 = y2 - y1/x2 - x1

Slope intercept point : y = mx + b , m = slope(斜率), b = y-intercpet(截段)

Quadratic equation : ax^2 + bx + c

Quadratic formula :
± represents "plus or minus" ( ± 代表" 正或負")

Intercept form : x/a + y/b = 1 , a = -A/C , b = -B/C (A,B,C in general form)

Length of line(線的長度) : Sq root(平方根) of (x1 - x2)^2 + (y1 - y2)^2

Midpoint of line(線的中點) : x = (x1 + x2)/2 , y = (y1 + y2)/2

Slope of line(線的斜率) : slope(斜率) = rise/run




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Trignomotry(三角學):

SineA = Opposite/Hypotensue

CosineA = Adjacent/Hypotensue

TangentA = Opposite/Adjacent = sinA/cosA




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Law of Sine :(Sin A)/a = (Sin B)/b = (Sin C)/c

Law of Cosine :a^2 = b^2 + c^2 - [2bc(cos A)]

b^2 = a^2 + c^2 - [2ac(cos B)]

c^2 = a^2 + b^2 - [2ab(cos C)]

Law of Tangent : (a + b)/(a - b) = tan[0.5(α - β)] / tan[0.5(α + β)]



[ 本帖最後由 johnny19931993 於 2009-8-20 11:10 AM 編輯 ]
2007/8/12 02:00 AM
johnny19931993

#2
實用???
2007/8/23 07:26 PM
福耳魔D

#3
推一推先
大家睇下啦,加左好多野呀
2007/12/9 01:05 PM
johnny19931993

#4
其實係中幾程度...
我小六咋 =.=
2007/12/9 01:07 PM
BennyChung

#5
引用:
原帖由 benny 於 2007-12-9 01:07 PM 發表。

其實係中幾程度...
我小六咋 =.=


加拿大既Grade 9,即係香港既中三,但係始終係外國,程度可能會有o的唔同
2007/12/10 01:37 AM
johnny19931993

#6
才中二- -

不明白=口=
2008/1/4 08:15 PM
XDD

#7
真深奧.囧

聞所未聞
2008/3/29 09:49 AM
`mR.H0

#8
推推=]*
唔係呢...
好多中1.2都學左呢....
2008/4/1 07:07 PM
kukucat

#9 回覆 #5 johnny19931993 的帖子
Thank you very much!!!
You help me a lot ~~~ ^ ^

CaCO3(石)
我想問CaCO3是指是石的成分/simpler form?

另外,
why 要係d CO2 ar~ O2 ar~ 前面加6??


p.s. 我中2 but interest in MAths and Science (espeically in Physic!!! ^ ^)
2008/4/2 10:45 PM
Hail少

#10
引用:
原帖由 Hail少 於 2008-4-2 10:45 PM 發表。

CaCO3(石)
我想問CaCO3是指是石的成分/simpler form?


CaCO3係石灰岩(Limestone)

引用:
原帖由 Hail少 於 2008-4-2 10:45 PM 發表。

另外,
why 要係d CO2 ar~ O2 ar~ 前面加6??


因此化學反應需要6個CO2分子和6個O2分子作reactants
2008/4/5 04:04 AM
johnny19931993

#11
物理有冇萬有引力
F=G(M-m/r^2)
2008/4/6 10:31 AM
kelvinNg

#12
Law of Sine :(Sin A)/a = (Sin B)/b = (Sin C)/c

Law of Cosine :a^2 = b^2 + c^2 - [2bc(cos A)]

b^2 = a^2 + c^2 - [2ac(cos B)]

c^2 = a^2 + b^2 - [2ab(cos C)]

Law of Tangent : (a + b)/(a - b) = tan[0.5(α - β)] / tan[0.5(α + β)]

唔明呢個= =

解釋下原理,ok?
2008/4/30 11:53 PM
XDD

#13
引用:
原帖由 XDD 於 2008-4-30 11:53 PM 發表。

Law of Sine :(Sin A)/a = (Sin B)/b = (Sin C)/c

Law of Cosine :a^2 = b^2 + c^2 -

b^2 = a^2 + c^2 -

c^2 = a^2 + b^2 -

Law of Tangent : ( ...


有圖,只要把適當的數據填入適當的variable,剩下的variable就能計出
2008/5/4 05:37 AM
johnny19931993

#14
即係只要有information
跟著sub佢就得???
2008/6/15 01:21 PM
kelvinNg

#15
唔知你up乜-____-
2009/8/24 09:46 AM
hk_people

#15 >>下頁

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