n = %v

k = %v

m = %v

d = %v

c = %v

b = %v

a = %v

a = %v

m = %v

k = %v

n = %v

b = %v

c = %v

d = %v

f:

f(x)=n

f(x)=m (x - a)

f(x)=m \space  x + n

f(x)=k  (x - a) (x - b)

f(x)=a \space x² + b  \space x + c

f(x)=k(x-a)(x-b)(x-c)

f(x)=a \space x³+b \space x²+c \space x+d

f(x)=k\sqrt{m x+n}

f(x)=k \space x^{m/n}

f(x)=k  \space ℯ ^{m  x+n}

f(x)=k  \space b ^{m  x+n}

f(x)=k \space ln(m x+n)

f(x)=k \space ln|mx+n|

f(x)=k \space log_b(m  x+n)

f(x)=k  \space sen(mx+n)

f(x)=k \space log_b|mx+n|

f(x)=k  \space cos(mx+n)

f(x)=k  \space tg(mx+n)

f(x)=k \space  arcsen(mx+n)

f(x)=k  \space arccos(mx+n)

f(x)=k  \space arctg(mx+n)

g:

g(x)=n

g(x)=m (x - a)

g(x)=m \space  x + n

g(x)=k  (x - a) (x - b)

g(x)=a \space x² + b  \space x + c

g(x)=k(x-a)(x-b)(x-c)

g(x)=a \space x³+b \space x²+c \space x+d

g(x)=k\sqrt{m x+n}

g(x)=k \space x^{m/n}

g(x)=k  \space ℯ ^{m  x+n}

g(x)=k  \space b ^{m  x+n}

g(x)=k \space ln(m x+n)

g(x)=k \space ln|mx+n|

g(x)=k \space log_b(m  x+n)

g(x)=k \space log_b|mx+n|

g(x)=k  \space sen(mx+n)

g(x)=k  \space cos(mx+n)

g(x)=k  \space tg(mx+n)

g(x)=k \space  arcsen(mx+n)

g(x)=k  \space arccos(mx+n)

g(x)=k  \space arctg(mx+n)

Sin operación

f + g

f - g

f \space  g

g∘f

\frac{f}{g}

Acercar

Alejar

n2 = 0.5 (slider from -9 to 9, step 0.1)
k2 = 1 (slider from -9 to 9, step 0.1)
m2 = 0.5 (slider from -9 to 9, step 0.1)
d2 = 1 (slider from -9 to 9, step 0.1)
c2 = 1 (slider from -9 to 9, step 0.1)
b2 = 2 (slider from -9 to 9, step 0.1)
a2 = 2 (slider from -9 to 9, step 0.1)
listag: {(0 * x) + n2, (m2 * (x - a2)), (m2 * x) + n2, ((k2 * (x - a2)) * (x - b2)), (a2 * x^(2)) + (b2 * x) + c2, (((k2 * (x - a2)) * (x - b2)) * (x - c2)), (a2 * x^(3)) + (b2 * x^(2)) + (c2 * x) + d2, (k2 * sqrt((m2 * x) + n2)), (k2 * x^(m2 / n2)), (k2 * ℯ^((m2 * x) + n2)), (k2 * b2^((m2 * x) + n2)), (k2 * log((m2 * x) + n2)), (k2 * log(abs((m2 * x) + n2))), (k2 * log(b2, (m2 * x) + n2)), (k2 * log(b2, abs((m2 * x) + n2))), (k2 * sin((m2 * x) + n2)), (k2 * cos((m2 * x) + n2)), (k2 * tan((m2 * x) + n2)), (k2 * asin((m2 * x) + n2)), (k2 * acos((m2 * x) + n2)), (k2 * atan((m2 * x) + n2))}
iG = 1
iF = 1
a1 = 1 (slider from -9 to 9, step 0.1)
m1 = 1 (slider from -9 to 9, step 0.1)
k1 = 1 (slider from -9 to 9, step 0.1)
n1 = 2 (slider from -9 to 9, step 0.1)
b1 = 2 (slider from -9 to 9, step 0.1)
c1 = 1 (slider from -9 to 9, step 0.1)
d1 = 1 (slider from -9 to 9, step 0.1)
listaf: {(0 * x) + n1, (m1 * (x - a1)), (m1 * x) + n1, ((k1 * (x - a1)) * (x - b1)), (a1 * x^(2)) + (b1 * x) + c1, (((k1 * (x - a1)) * (x - b1)) * (x - c1)), (a1 * x^(3)) + (b1 * x^(2)) + (c1 * x) + d1, (k1 * sqrt((m1 * x) + n1)), (k1 * x^(m1 / n1)), (k1 * ℯ^((m1 * x) + n1)), (k1 * b1^((m1 * x) + n1)), (k1 * log((m1 * x) + n1)), (k1 * log(abs((m1 * x) + n1))), (k1 * log(b1, (m1 * x) + n1)), (k1 * log(b1, abs((m1 * x) + n1))), (k1 * sin((m1 * x) + n1)), (k1 * cos((m1 * x) + n1)), (k1 * tan((m1 * x) + n1)), (k1 * asin((m1 * x) + n1)), (k1 * acos((m1 * x) + n1)), (k1 * atan((m1 * x) + n1))}
listaF: {"Polinómica", "Radical", "Exponencial", "Logarítmica", "Trigonométrica", "Trigonométrica inversa"}
opF = SelectedIndex(listaF)
listaG: {"Polinómica", "Radical", "Exponencial", "Logarítmica", "Trigonométrica", "Trigonométrica inversa"}
opG = SelectedIndex(listaG)
f = Element(listaf, iF)
g = Element(listag, iG)
h(x) = f(x) + g(x)
verF = true
hh(x) = g(f(x))
verG = true
texto7: "f(x)=" + (LaTeX[f]) + ""
texto8: "g(x)=" + (LaTeX[g]) + ""
op = 0