Question

The red graph (1) is the graph of f(x) = 2x. Describe the transformation of the blue function (2) and write the equation of the graph.

Answer 1

adfasdfasdfasdjkfklajsdlfaksf what a tiny cat

Answer 2

do u mena 2^x

Answer 3

it has evidently been flipped around the x axis. as the vertical asymptote is in the other direction. and it is also now asymptoting at y=3 i.e it has been shifted up 3
so it has transformations of being flipped in the x axis and shifted up 3.

Answer 4

hmmm

Answer 5

there is also a shift in the x axis can u see it

Answer 6

its flipped moved up 3 and shifted 1 to the right so
y=-2^(x+1) + 3

Answer 7

shifted 1 to the lefT*

Answer 8

not a shift, a dilation factor

Answer 9

hmm

Answer 10

or am i reading that wrong, hard to tell

Answer 11

ya i think u are wrong bro

Answer 12

yep, almost certainly

Answer 13

happens :)

Answer 14

if u wanna do math get ready to make mistakes haha

Answer 15

haha so so true. every day

Answer 16

actually the equation isn't

y = -2^x + 3

the shift of + 3 is correct..

but the equation is actually

y = -1*2^x + 3
if you think about -2^x x= 1 y = -2 x = 2 y = 4

so the function will alternate between negative and positive. By just multiplying the positive by a negative it well ensure that when approx x > 1.6 all values will be negative.

hope this makes sense

Answer 17

dont forget that x shift too :)