find the volume of the solid whose cross section is perpendicular to the x axis from isosceles right triangles and has a leg that run from the lines y=-x to the line y=.5x

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find the volume of the solid whose cross section is perpendicular to the x axis from isosceles right triangles and has a leg that run from the lines y=-x to the line y=.5x

Mathematics
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i cant quite make out the question.... you got a pic for it?
make a pic :)
No pic was given.. How do I make the pic?

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1 Attachment
thats what I can parse from the information
ok thank you
yes thats my pic but I don't understand what are limits are
"perpendicular to the x axis from isosceles right triangles" is got me dumbfounded :)
i know what they mean individually but when you put them all together it just goes kaboom!!
so the legs are congruent
not the hyp
Well thanks for the help..
ok so the hyp=2x
just not sure where to place the "triangle".....
youre welcome...good luck :)
don't leave
let me see if I can figure it out
ok im still here
myins haveing a revelation...... or a stroke ;)
lol
do you have the answer?
no i dont
ok let me see if I can scan this and show you what I have and if it makes sense
one sec
ok
1 Attachment
i found the area of base of the solid is x^2
Ok cool. thank you
do you know to find the limits?
yes
k good luck and I hope what I did makes sense and I hope you can read it
yes it does and I can read it fine.. Thank you

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