sandy has several pitch to lemonade for the school bake sale. can hold 64 ounes each,and four pinchs can hold 48 ounces each. how many total ounes can sandys pitch hold
+676 If I can make of what you are asking... You are asking how many ounces are in one pitch.
Okay... So Sally as seven or several... pitches. If I am right pitches is just a random measure of liquid for the sake of this question? So then you state some pitches can hold 64 ounces and some can hold 48 ounces?
Looking at the question, it looks like you are missing something in the second sentence. But nevertheless... I
l'll try to work around it.
So... $$(x*64)+(4*48)=y$$
$$x$$ being the around of bigger pitches
$$y$$ being the total amount of lemonade.
So... $$64x+192=y$$
Or.. $$64*(\frac{1}{64}y-3)=y$$
If you simplify that:
$$0.015625*64y-192=x$$
$$0.015625*64y=x$$
$$y=x...?$$
And then I get this... Which is... not mathematically correct....
That is as far as I can do it while trying to understand that question...
And I feel like a made a mistake...
+118609 I am sorry, the wording on this question is really poorand I do not understand what you are asking. 
+676 If I can make of what you are asking... You are asking how many ounces are in one pitch.
Okay... So Sally as seven or several... pitches. If I am right pitches is just a random measure of liquid for the sake of this question? So then you state some pitches can hold 64 ounces and some can hold 48 ounces?
Looking at the question, it looks like you are missing something in the second sentence. But nevertheless... I
l'll try to work around it.
So... $$(x*64)+(4*48)=y$$
$$x$$ being the around of bigger pitches
$$y$$ being the total amount of lemonade.
So... $$64x+192=y$$
Or.. $$64*(\frac{1}{64}y-3)=y$$
If you simplify that:
$$0.015625*64y-192=x$$
$$0.015625*64y=x$$
$$y=x...?$$
And then I get this... Which is... not mathematically correct....
That is as far as I can do it while trying to understand that question...
And I feel like a made a mistake...
