graphing exponetial
if b is greater then 1 the function is an
exponetial growht
whats the base of (6/5)x
6/5
what is a logarithm
another way of writing exponets
what does it mean to condense
put question into answer
what does it mean to expand
put answer into question
if b is less then 1 the function is
exponetial decay
is 1/2 x 5x compress or stretch
compress
log39=2
32=9
3log 9 2 − 2log 9 5
log9 23 /5 2
when there is multiplication it means to
add
what is a asympote
a line where graph gets close too but never crosses x axis
rewrite the equations so ____ sides have the same base
both
exponetial form=
bx=a
log 3 12 + log 3 7 + 4 log 3 5
log 3 (84 ⋅ 5 4 )
when theres divisions it means to
subtract
whats the domain
how far down and up it goes
whats the first step in solving exponetioal equautians
simplify each side
34=81 is in what form
exponetial
2log 5 x + 12log 5 y
log5 ( y 12 x 2 )
log 4 (12 ⋅ 7 2 ) 4
4log 4 12 + 8 log 4 7
the range is always
y greater then 0
32=22m-9
7
121=12
log1212=1
log 6x + log6y + 6log6z
log6 (yxz6)
expand log2 (y/z5)2
2(log2y- 5 log2z)