i have been stuck on this for over an hour please can i get some help i will give a medal
Explain why the x-coordinates of the points where the graphs of the equations
\[y=2^{-x}\]
and \[y=4^{x+3}\]
@kale01
intersect are the solutions of the equation \[2^{-x} =4^{x+3}\]
do you think you can help
@noneyabusiness would you happen to know?
sorry I have no idea. could you insert a graph? I am a visual person
there isnt a graph @noneyabusiness
I can't help then but maybe @Xmoses1 or @C.A.M can. good luck!!!
ok thanks @noneyabusiness
@clara.university
Yeah i need a visual just like noneya said. Sorry that is cant help :(
*That i
it was a word problem @Xmoses1
ummm let me figure it out giveme a sec k
I dont really understand the question lol
Part A: Explain why the x-coordinates of the points where the graphs of the equations y = 2^{-x} and y = 4^{x + 3} intersect are the solutions of the equation 2^{-x }= 4^{x + 3}. that is all i have on the question
ohhh now i see lol
If the two functions are mapped in the same domain then you can solve them simultaneously
thats correct
told you she could help!
ok i understand that part of it im strugliing to find the variable
or he
thanks for throwing me under the bus lol i will tell hope lol
ok if i can solve them at the same time what are my steps i dont fully understand
uhhhhhhhhh
???
http://www.wolframalpha.com/input/?i=solve+y+%3D+2%5E-x+and+y+%3D+4%5E%28x%2B3%29+simulataneously
ok thanks if i need help on another can i get it?
Join our real-time social learning platform and learn together with your friends!