https://static.k12.com/eli/bb/652/2_35734/2_32034_4_35738/d3e7c4e01d5bca685bb02127c0a96df83caabc28/media/76a1576e25dd19de21e9b0e76f94b07b29cd839a/mathml_76dca2a1916186e0ebc1bdfb34e65a9c9910fdd7_1.gif Which of the following shows the correct steps for solving
Answer choices https://static.k12.com/eli/bb/652/2_35734/2_32034_4_35738/d3e7c4e01d5bca685bb02127c0a96df83caabc28/media/54a6429f8c99b11f1f4d9f50601f536c1818ee7c/mathml_3b3393ef91a30610612629c1f38fd37270ca19df_1.gif https://static.k12.com/eli/bb/652/2_35734/2_32034_4_35738/d3e7c4e01d5bca685bb02127c0a96df83caabc28/media/1764e91233b45d31835d48723b22dc98ead3736d/mathml_72443c4f1223265f6d16711a024d02b2c72f2ad1_1.gif https://static.k12.com/eli/bb/652/2_35734/2_32034_4_35738/d3e7c4e01d5bca685bb02127c0a96df83caabc28/media/b79c09e9185a9deb947c42d70b97921cc7ba153d/mathml_fc46d3bb628316e16ba7ba9a876a8f9fe7eb08cb_1.gif
@thesmartone
Hi! Welcome to OpenStudy! :D @cruznatalie150
First we need to make the same bases.
Let's make both sides of the equation have a base of 3. Hint: Make the right side have a base of 3. Remember this formula: \(\sf\Large (a^b)^c = a^{bc}\) Also, to solve for the variables in your question we will use this formula: \(\sf\Large a^b = a^c \bf{\color{red}{=>}}\Large b = c\)
Another hint: 9 = 3^2
@thesmartone thanks I barely saw your message
So you multiply by 3
@mw3030 how do you know
no, you don't multiply by 3.
ok, let me show you an example :)
\(\sf\Large 4^{x+4} = (4)^{x+4} = (2^2) ^{x+4} = 2^{2(x+4)} =2^{2x+8}\)
but you need to do that for your question :)
Oh ok it's because this question I have never heard or done anything like this before and it was so confusing and it was a oh weird question and I don't know the rules or the formulas or how to solve it that's why I needed your help not really cause of the answer but I just gave you the answer choices because some people be like I want you to wake you know what I mean because you are
@thesmartone
uhhhh ok, but can you do what I did in the example above?
yeah i got it and i did solve it was x
=-1
correct :)
thankssorry for the misunderstanding@thesmartone
no problem :)
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