If someone helps me ill fan and medal them... please help
Is it supposed to look like this: \[\frac{ 3x+6 }{ 8 }=\frac{ 7x-1 }{ 6 }\]
Okay,good.
Here, solve this: \[\frac{ 3*1+6 }{ 8 } = \frac{ 7*1-1 }{ 6 }\] Then tell me whether or not it's true.
Yes. Obviously, that's not true, so you can rule out x=1
The answer can be found by multiplying both sides by two: \[\frac{ 3x+6 }{ 4 }=\frac{ 7x-1 }{ 3 }\]
Now cross multiply in order to get to this equation: \[3(3x+6)=4(7x-1)\]
Max made it to this step, then he distributed the 3 on the left and the 4 on the right: \[9x+18=28x-4\]
would have distributed*
Now, do you see the difference between our answer and Max's answer?
Ours:\[9x+18=28x-4\] Max's:\[9x+18=28x-1\]
Can you handle it from here?
Max forgot to multiply 4*1 when we cross multiplied, and he just brought the 1 down from the numerator instead.
Or wait, not when we cross multiplied. He forgot to do that when we distributed and brought the 1 down from our cross multiplication.
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