I will medal and fan! Please help me!
@zoeeh127 Can you please help me?!?!?!?!
Eight less than one-fourth of a number is 4. 8-x/4=4 x = 16? Can you explain?
@JoeDeWise
Hey.
I do not know
Hang on though.
Okay.
@Hero @ParthKohli @pooja195 @dan815 @Daniellelovee @Deadly_Roses
@satellite73
Is it really "less than" and not just "less" ?
@terenzreignz I said, less than.
All right, well, what about the answer? You already answered it, it seems, with your x=16. Or was that also in the book?
It was kind of in the book and kind of not. You see it hinted towards the answer but I used a different website to find the answer. No offence Open Study.
So I am just trying to figure out how to get that answer.
But it's clear that "one fourth of a number" is easily x/4
My issue is that if it really says eight LESS THAN one fourth of a number instead of eight LESS one fourth of a number, then x/4 should come first. As in \[\Large \frac x4 - 8 = 4 \]
Okay. But would it matter if 8 was in front of the \[\frac{ x }{4 }\]
Of course it does. Subtraction is not reversible like addition. as in... 5 - 3 is not the same as 3 - 5
Okay. So next step.
Next step is to solve it. \[\Large \frac x4 - 8 = 4\]
okay. So according to the other website I use with it placed like this the answer is: x = 48. But I still don't know how.
Sure. Let's get rid of that denominator 4 by multiplying both sides by 4. \[\Large 4\left[\frac x4 - 8\right]=4[4] \]
I still don't get it.
I think I am a lost cause to this topic. But thanks for all your help. I am going to medal you and close this question, than call it a day.
Well, if you say so.
Well, I do. So... bye! Have a good rest of your evening.
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