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notice that it's still decreasing by a rate of 1/2 but they changed the initial value from 1 to 2
y=(1/2)^x-1 ?
why change the exponent remember that an exponential function is (initial value)(rate of change)^x
so y=(1/2)^x without the 1?
initial value = 2 rate of change = 1/2 (initial value)(rate of change)^x
y=2(1/2)^x
yes
so we need to plug in some values into the original function to see what they did 2^x gives (0,1) and (-1,1/2) the new graph has (0,3) and (-1,3/2) so it's apparent they multiplied the original function by 3 to get the new function
y=2^x(3) ?
the 3 would typically go on the left side but yes
okay
are these right?^
remember that for an exponential function y = ab^x, b is defined to be between 0 and 1 if it's less than 1, this is decay (the higher up you go in the exponent, the smaller and smaller the original number gets) making 12 true 13 is good
good
good
good
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good
from the perspective of angle B, find adjacent/opposite
wait isnt it c?
tangent = opposite/adjacent which would be b/a but it's asking for the cotangent
so a/b?
yes
cosecant = hypotenuse/opposite
c/a ?
the side that is ***opposite*** from angle B is not a
its angle c
no my bad its angle b
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