(() の[atan v])

sin(x)=

([sin v] \( (x) \))

cos(x)=

([cos v] \( (x) \))

tan(x)=

([tan v] \( (x) \))

csc(x)=

((1) / ([sin v] \( (x) \)))

sec(x)=

((1) / ([cos v] \( (x) \)))

cot(x)=

((1) / ([tan v] \( (x) \)))

asin(x)=

([asin v] \( (x) \))

acos(x)=

([acos v] \( (x) \))

atan(x)=

([atan v] \( (x) \))

acsc(x)=

((1) / ([asin v] \( (x) \)))

asec(x)=

((1) / ([acos v] \( (x) \)))

acot(x)=

((1) / ([atan v] \( (x) \)))

sinh(x)=

((([e ^ v] \( (x) \)) - ([e ^ v] \( ((-1) * (x)) \))) / (2)) 

cosh(x)=

((([e ^ v] \( (x) \)) + ([e ^ v] \( ((-1) * (x)) \))) / (2)) 

tanh(x)=

((([e ^ v] \( (x) \)) - ([e ^ v] \( ((-1) * (x)) \))) / (([e ^ v] \( (x) \)) + ([e ^ v] \( (-x) \))) 

csch(x)=

((2) / (([e ^ v] \( (x) \)) - ([e ^ v] \( ((-1) * (x)) \))) 

sech(x)=

((2) / (([e ^ v] \( (x) \)) + ([e ^ v] \( ((-1) * (x)) \))) 

coth(x)=

((([e ^ v] \( (x) \)) + ([e ^ v] \( ((-1) * (x)) \))) / (([e ^ v] \( (x) \)) - ([e ^ v] \( ((-1) * (x)) \))) 

asinh(x)=

([ln v] \( ((x) + ([平方根 v] \( (((x) * (x)) + (1)) \))) \))

acosh(x)=

([ln v] \( ((x) + (([平方根 v] \( ((x) + (1)) \)) * ([平方根 v] \( ((x) - (1)) \))) )\))

atanh(x)=

(([ln v] \( (((1) + (x)) / ((1) - (x))) \)) / (2))

acsch(x)=

([ln v] \((((1) / (x)) + ([平方根 v] \( (((1) / ((x) * (x))) + (1)) \))) \))

asech(x)=

([ln v] \( (((1) / (x)) + (([平方根 v] \( (((1) / (x)) + (1)) \)) * ([平方根 v] \( (((1) / (x)) - (1)) \)))) \))

acoth(x)=

(([ln v] \( (((x) + (1)) / ((x) - (1))) \)) / (2))

@greenFlagがクリックされたとき
[Φ v] を [0] にする
ずっと
[Φ v] を ((1) + ((1) / ((Φ)))) にする
end