Generic Radian Measure
Author: A B Cron

This is a generic applet set up with the x-axis set in radian measure.

This applet can be used by teachers in a demonstration mode in the classroom or teachers can have students load it on their own computers with a worksheet to be complete for a grade.

Διάγραμμα 8

f(x) = ημ(x)

f(x) = συν(2x)

Διάγραμμα 2

Διάγραμμα 3

f(x) = 3 ημ(\frac{x}{2})

f(x) = -4συν(3x)

Διάγραμμα 5

f(x) = εφ(x)

f(x) = σφ(x)

Διάγραμμα 6

Διάγραμμα 7

Διάγραμμα 1

f(x) =-2ημ(2x)

f(x) = ημ(x) + 1

Διάγραμμα 9

f(x) = 2συν(x) + 1

Διάγραμμα 10

f(x) = -3ημ\left(\frac{x}{2}\right) - 1

Διάγραμμα 11

Διάγραμμα 12

f(x) = -ημ(4x) + 1

Διάγραμμα 4

f(x) = \frac{1}{ημ(x)}

f(x) = \frac{1}{συν(x)}

Διάγραμμα 14

y = συν(x)

Διάγραμμα 15

f(x) = - 2συν(x)

Διάγραμμα 16

f(x) = συν(5x) + 1

Διάγραμμα 13

Διάγραμμα 17

f(x) = -ημ(2x)

Διάγραμμα 18

f(x) = -ημ(3x)

f(x) = 4συν\left(\frac{x}{2}\right)

Διάγραμμα 19

f(x) = εφ(2x)

Διάγραμμα 20

fsin(x) = sin(x)
a = false
b = false
fcos2(x) = cos(2 * x)
c = false
d = false
fmsinxover2(x) = 3 * sin(x / 2)
e = false
f = false
fmcos(x) = -2 * cos(x)
fm4cos3x(x) = -4 * cos(3 * x)
i = false
j = false
ftan(x) = tan(x)
fcotan(x) = cot(x)
k = false
l = false
m = false
n = false
fm2sin(x) = -2 * sin(4 * x)
o = false
p = false
fsinxplus1(x) = sin(x) + 1
q = false
r = false
fm2cosxplus1(x) = 2 * cos(x) + 1
s = false
t = false
fm2sinxminus1(x) = -3 * sin(x / 2) - 1
u = false
v = false
fm4sinxminus1(x) = -sin(4 * x) + 1
w = false
z = false
f1oversin(x) = 1 / sin(x)
a_1 = false
b_1 = false
f1overcos(x) = 1 / cos(x)
d_1 = false
c_1 = false
fcos(x) = cos(x)
e_1 = false
f_1 = false
g_1 = false
fmcos3x(x) = cos(5 * x) + 1
g = false
h = false
h_1 = false
fmsin2x(x) = -sin(2 * x)
i_1 = false
j_1 = false
fmsin23x(x) = -sin(3 * x)
k_1 = false
l_1 = false
fmsin234x(x) = 4 * cos(x / 2)
m_1 = false
n_1 = false
fmsin2345x(x) = tan(2 * x)
o_1 = false
p_1 = false
q_1(x) = sin(x)