Let the price of single algebra book = x
and the price of geometry book = y
Then equation (1) = 2x+3y=34
3y= (34 - 2x)
y= (34 - 2x)/3
And equation (2) = 3x + 2y=36
put value of y in equation (2)
3x + 2 (34-2x)/3= 36
9x + 2 (34-2x)=108
9x + 68 - 4x=108
5x=40
x=8
put x=8 in equation ( 1 )
2(8) + 3y= 34
16+3y=34
3y=18
y=6
Hence, price of algebra book = 8$ and price of geometry book=6$
Q: When analyzing a speech, what should be your first step?
<em>Hey there! Thanks for posting a question on Brainly! </em>
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<em>When analyzing a speech, you'd probably think "I should definitely determine who's speaking first".</em>
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<em>Well, let me tell you something... that's not the first thing you should do. Name of the speaker can wait, but first you'll have to identify their main argument. What is it that they're talking about? What evidence do they have to back themselves up? </em>
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<em>Once you identify the argument, the next steps would be to identify the speaker (A) and their personal biases (D). </em>
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<em>Hope this helped you out!</em>
<em>-Namira</em>
If you are referring to like a crowd that means that they should understand where your coming from ya know.
Answer: Speed
Explanation: I read it somewhere.
