The mathematics in verse 23 is NOT in error. Why? Because of verse 26, ".....HAND BREADTH THICK..."
The rub with this verse 23 is that it
does not state how thick the brim is! So here is the mathematics
to prove that
verse 26 is accurate ("...the hand breadth
thick...").
PI = 3.14159 (approximately), the diameter
must be solved to account for the width of the brim, so therefore we must
solve for "d"......in doing this we
get,
30 cubits = 30 x 18 inches = 540 inches it total circumference. 540 inches DIVIDED by PI = 171.8874 inches.
Now, since it is now known that DIAMETER
is 171.8874, we must now subtract the different between the
breadth thickness of EACH SIDE. In other
words, when measuring the diameter of an tank or container that has
substantial thickness, the thickness
must be accounted for TWICE. Once for the first edge, then ONCE MORE for
the
opposite edge. Therefore we get,
10 cubits = 180 inches - 171.8874 inches = 8.1126 inches.
Now divide 8.1126 by TWO, we get 4.0563
inches. NOW GET OUT A RULER AND MEASURE THE
BREADTH OF YOUR HAND!!!!!
CUBIT = 0520 ammah {am-maw'}
prolonged from 0517; TWOT - 115c; n f
AV - cubit 242, measure 1, post 1, not translated 1; 245
1) cubit - a measure of distance (the
forearm), roughly 18 in (.5m).
There are several cubits used in the
OT, the cubit of a man or common
cubit (Dt 3.11), the legal cubit or
cubit of the sanctuary (Eze 40.5)
plus others. See a Bible Dictionary
for a complete treatment
HAND BREADTH = 02947 tephach {tay'-fakh}
from 02946; TWOT - 818b; n m
AV - hand breath 3, coping 1; 4
1) span, width of the hand, hand breadth
1a) a unit of measurement, measurement of
length
2) coping (an architectural term)
BRIM = 08193 saphah {saw-faw'} or (in dual and plural) sepheth {sef-eth'}
probably from 05595 or 08192 through the idea
of termination (compare
05490); TWOT - 2278a; n f
AV - lip 112, bank 10, brim 8, edge 8, language 7,
speech 6, shore 6,
brink 5, border 3, side 3, prating 2, vain
2, misc 4; 176
1) lip, language, speech, shore, bank, brink,
brim, side, edge,
border, binding
1a) lip (as body part)
1b) language
1c) edge, shore, bank (of cup, sea, river,
etc)
[24] And under the brim of it round
about there were knops compassing it, ten in a cubit, compassing the sea
round
about: the knops were cast in two rows,
when it was cast.
[25] It stood upon twelve oxen, three
looking toward the north, and three looking toward the west, and three
looking
toward the south, and three looking
toward the east: and the sea was set above upon them, and all their hinder
parts were
inward.
[26] And it was an HAND BREADTH THICK,
and the BRIM thereof was wrought like the brim of a cup, with
flowers of lilies: it contained two
thousand baths.
D2 = the measured
diameter between
the extreme OUTER points of the rim
at the very top of the molten sea tub.
Table of computation of Pi from 2000 BC to now
| Babylonians | 2000? BC | 3.125 = 3 + 1/8 |
| Egyptians | 2000? BC | 3.16045 |
| China | 1200? BC | 3 |
| Holy Bible (1 Kings 7:23 and 26) | 550 BC | 3.1415926 |
| Archimedes | 250? BC | 3.1418 (averaging technique) |
| Hon Han Shu | 130 AD | 3.1622 = square root of 10 |
| Ptolemy | 150 AD | 3.14166 |
| Chung Hing | 250 AD | 3.16227 = squareroot of 10 |
| Wang Fau | 250 AD | 3.15555 = 142/45 |
| Liu Hui | 263 AD | 3.14159 |
| Siddhanta | 380 AD | 3.1416 |
| Tsu Ch'ung Chi | 480 AD | 3.1415926 |
| Aryabhata | 499 AD | 3.14156 |
| Brahmagupta | 640 AD | 3.162277 = squareroot of 10 |
| Al-Khowarizmi | 800 AD | 3.1416 |
| Fibonacci | 1220 AD | 3.141818 |
| Al-Kashi | 1429 AD | 3.1415929 |
| Otho | 1573 AD | 3.1415929 |
| Viete | 1593 AD | 3.1415926536 (ave.) |
| Romanus | 1593 AD | 3.1415926536 (ave.) |
| Van Ceulen | 1596 AD | 3.1415926536 (ave.) |
| Newton | 1665 AD | 3.1415926536 (ave.) |
| Sharp | 1699 AD | 3.1415926536 (ave.) |