lublin.org.pl
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a sin (b(x-h))+k
x/b+h ay+k
af(b(x-h))+k
alog b(x-h)+k
acos(b(x-h))+k
y=asin(b(x-h))+k
y=af(b(x-h))+k calculator
y=alog b(x-h)+k
y=asin(b(x-h))+k calculator
f(x)=asin(b(x-h))+k
y=af(b(x-h))+k calculator
y=asin(b(x-h))+k calculator
a*f(b(x-h))+k
f(x)=asin(b(x-h))+k
f(x)=alog b(x-h)+k
g(x)=af(b(x-h))+k
g(x)=(1/b(x-h))^3+k
y=af(b(x-h))+k meaning
y=asin(b(x-h))+k meaning
y = acos b(x – h) + k to model the situation
b e h a n g
b e h a n g
a sin (b(x-h))+k
y=a sin b(x-h)+k
y = acos b(x – h) + k to model the situation
b e h a n g
f(x)=a(b(x-h))+k
f(x)=asin(b(x-h))+k
f(x)=alog b(x-h)+k
g(x)=(1/b(x-h))^3+k
y=b^(x-h)+k
y=asin(b(x-h))+k
y=af(b(x-h))+k calculator
y=alog b(x-h)+k
y=asin(b(x-h))+k calculator
y=acos(b(x-h))+k
y a 1 b x h k
y = acos b(x – h) + k to model the situation
(x-h)^2/b^2+(y-k)^2/a^2=1
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