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# Title: Leibniz-Handschriften zur Mathematik LH 35, 7, 1
# Folio 5r, page id 00068073:0009
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# Lines: 47 recognised, mean confidence 0.76
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sumucae Parabolidum
et Anti paraba lvidum
Aanam
X
sit Axis Paraboloidis vel anti paraboloidis
AX. ordinata ad curvam XC.
quaeritur spatium AX CS2 A. posito
in Parabolvide 2 et A distantiam habere
infinite parvam, et in Antipambolo ide
infinitam. Sit Aa aequ. X
Parameter sit unitas 2. et ordinata
in Paraboloide erit: X. at
in antiparaboloide erit X seu 
rit area Paraboloidis:
AX C-2 A.
X
e
+1
2+1
at area Antiparaboloidis erit:
AXC A
vel:
l
Ergo area portionis
truncatae Paraboloidis
1
seu area CX() (C)C ent:
Et area portionis, tuncatae
en erit: y-
C XX
ea
2
(x
4+1
u
27
Ansiparabolvidis seu area, C X()C)C C
erit: 1--
) X 13
2
A
10
X
1+
Z1X
11
221