Inheritance
Who Taught Allah Math?
By Ali Sina
One of the most obvious mathematical mistakes of the Quran can be found
in the division of the inheritance.
The laws of inheritance are spread out in several Suras. One can
find references to them in Al-Baqarah(2), Al-Maidah(5) and Al-Anfal(8).
But the details of these laws are spelled out in the Surah Nisa (4).
Q.
4:11
“Allah (thus) directs you as regards your Children's (Inheritance):
to the male, a portion equal to that of two females: if only
daughters, two or more, their share is two-thirds of the inheritance;
if only one, her share is a half. For parents, a sixth share of the
inheritance to each, if the deceased left children; if no children,
and the parents are the (only) heirs, the mother has a third; if the
deceased Left brothers (or sisters) the mother has a sixth. (The
distribution in all cases ('s) after the payment of legacies and
debts…”
Q.
4: 12
“In what your wives leave, your share is a half, if they leave no
child; but if they leave a child, ye get a fourth; after payment of
legacies and debts. In what ye leave, their share is a fourth, if ye
leave no child; but if ye leave a child, they get an eighth; after
payment of legacies and debts…”
Q.
4:176
“If it is a man that dies, leaving a sister but no child, she shall
have half the inheritance: If (such a deceased was) a woman, who left
no child, Her brother takes her inheritance: If there are two sisters,
they shall have two-thirds of the inheritance (between them): if there
are brothers and sisters, (they share), the male having twice the
share of the female. Thus doth Allah make clear to you (His law), lest
ye err. And Allah hath knowledge of all things.”
Despite the fact that it says “Allah made them clear”, these laws
are far from clear.
Verse 4:11 says that if a man has only one daughter, she
gets half of the inheritance irrespective of other heirs. But since the
same verse says that the portion of the male is twice that of the
female, her brother is supposed to get all the inheritance. Isn’t this
a discrepancy? Certainly there is an error in how this law is written. Yet the problem is aggravated further when the share of
other heirs like parents and wives are taken into consideration.
There are cases when the total of the shares assigned to the heirs
exceeds the patrimony. Take for example the following.
According to the above verses, if a man dies leaving behind a wife,
three daughters and his two parents,
His wife’s share of his
inheritance is 1/8. (In what ye leave, their
share is a fourth, if ye leave no child; but if ye leave a child, they
get an eighth)
His daughters would receive 2/3 (if only
daughters, two or more, their share is two-thirds of the inheritance;)
and his parents
each will get 1/6 of his inheritance. (For parents, a sixth share of the
inheritance to each, if the deceased left children;)
When you add all these
fractions the sum is more than the total of inheritance.
Wife1/8 |
= |
3/24 |
Daughters 2/3 |
= |
16/24 |
Father 1/6 |
= |
4/24 |
Mother1/6 |
= |
4/24 |
Total |
= |
27/24 |
Now take another example. Say a man is survived by his wife, his mother and
his sisters.
The wife receives 1/4 of the inheritance, (In what ye leave, their share is a fourth, if ye
leave no child;)
the mother 1/3 (if only one, her share is a half. For parents, a sixth share of the
inheritance to each, if the deceased left children; if no children,
and the parents are the heirs, the mother has a
third;)
and the sisters 2/3. (If there are two sisters,
they shall have two-thirds of the inheritance (between them)
When we add up these fractions they too are more
than the total.
Wife1/4 |
= |
3/12 |
Mother 1/3 |
= |
4/12 |
Sisters 2/3 |
= |
8/12 |
Total |
= |
15/12 |
In the above examples, the shares apportioned to the heirs exceed the
total of the inheritance. In both cases the total of the inheritance
sums to exactly one BEFORE taking into account the wife's share.
What should be done if a man has two wives, one with children and the
other without children? Does the one with children receive 1/8 and the
one without children 1/4? And is this justice?
Now suppose a woman dies leaving a husband and a brother:
Husband receives half (In what your wives leave, your share is a half, if they leave no
child.)
Brother receives everything (If (such a deceased was) a woman, who left
no child, Her brother takes her inheritance.)
Does this mean that the parents, sisters and husband do not get anything?
In that case where is the justice and if they do how can the brother get
everything?
Husband, (1/2) |
= |
1/2 |
Brother (everything) |
= |
2/2 |
Total |
= |
3/2 |
This verse does not specify that the brother gets everything only when
there are no other heirs. It just says when there are no children he gets
everything. In the same verse it says that if a man
dies leaving a sister, she gets half. What will happen to the other
half?
Here is another example: A woman leaves behind a husband, a sister and a
mother.
Husband, (1/2) |
= |
3/6 |
Sister (1/2) |
= |
3/6 |
Mother (1/3) |
= |
2/6 |
Total |
= |
8/6 |
We can conclude that the Quran in matters of inheritance is very obtuse. It is so obtuse that Shiites and Sunnis practice this law differently. For example:
If a man leaves a wife and the two parents, the Shiits will give the
wife 1/4 and then distribute the remainder as 1/3 for the mother and 2/3
for the father, i.e. they will receive 1/4 and 1/2 of the original
estate (see #2741).
Sunnis give the wife 1/4, the mother 1/3 and the father as the
nearest male relative the rest, i.e. 5/12. As one can witness, the Quran is
anything but clear.
In order to solve these problems the Islamic doctors of law have
devised a complex “science” called “Al-Fara’id”. It
contains rules of "Awl" and "Usbah," and the laws of
"Usool" of the Fara'id, the laws of "Hajb wa
Hirman,"
and many other issues relating to this matter.
The laws of “Awl” (accommodation) deals with cases when the inheritor's shares exceed
or "overshoot" the sum of the total inheritance. In such case
the shares are adjusted to accommodate everyone. This is how it works:
Wife1/8 |
= |
3/24 |
is changed to |
3/27 |
Daughters 2/3 |
= |
16/24 |
is changed to |
16/27 |
Father 1/6 |
= |
4/24 |
is changed to |
4/27 |
Mother1/6 |
= |
4/24 |
is changed to |
4/27 |
Total |
= |
27/24 |
|
27/27 |
and for the second case,
Wife1/4 |
= |
3/12 |
is changed to |
3/15 |
Mother 1/3 |
= |
4/12 |
is changed to |
4/15 |
Sisters 2/3 |
= |
8/12 |
is changed to |
8/15 |
Total |
= |
15/12 |
|
15/15 |
Thus the problem is solved thanks to human ingenuity but the portions
are not the same as indicated in the Quran. Each party has to waive part
of his or her share in order to make this law work. This is a clear case
in which the words of Allah needed human intervention in order to become
applicable.
There are yet cases when the shares of the inheritors do not sum to a
whole 100% and there is a surplus left.
Take for example a man who dies and leaves his wife and his parents.
Parents 1/3
|
= |
4/12
|
Wife 1/4
|
= |
3/12
|
Total |
= |
7/12
|
Who will receive the balance 5/12 of the inheritance?
The following are other cases that after the distribution, there is a
surplus of Inheritance::
scenario |
|
fund distributed |
surplus |
Only a wife: |
= |
1/4 |
3/4 |
Only a mother: |
= |
1/3 |
2/3 |
Only a daughter |
= |
1/2 |
1/2 |
Two daughters |
= |
2/3 |
1/3 |
Only a Sister |
= |
1/2 |
1/2 |
A mother and a sister |
= |
1/3 + 1/2 = 5/6 |
1/6 |
A wife and a mother |
= |
1/4 + 1/3 = 5/12 |
7/12 |
A sister and a wife |
= |
1/2 + 1/4 = 3/4 |
1/4 |
|
|
|
|
In all these cases and many other combinations there is a surplus. What
will happen to this surplus? Who will inherit it?
To deal with this problem the law of "Usbah" comes to effect.
This law is to regulate the unclaimed shares, which have no
corresponding people to receive them. Of course if the Quran was clear with
no errors, there would have been no need for all
these “sciences” and amendments.
The law of Usbah is based on the following Hadith.
Sahih
Bukhari 8. 80. 724
Narrated Ibn 'Abbas:
The Prophet said, "Give the Fara'id (the shares of the inheritance
that are prescribed in the Qur'an) to those who are entitled to receive
it. Then whatever remains, should be given to the closest male relative
of the deceased."
According to this law, a man who dies and is survived by only his daughter
with no other close male relative except a second cousin, his daughter
will receive half of his inheritance and the other half will go to the
man’s second cousin. This seems quite unfair to the daughter, but it
would be especially unfair if the man had a needy aunt or a female first
cousin that would receive nothing because they are of the wrong gender.
Now suppose that a man has no other heir except his wife and a distant
male relative. The wife will receive 1/4 and the distant male relative
gets the balance, i.e. three times the inheritance that his widowed wife
gets. Is this justice?
What if the deceased has no male relative at all? What will happen to
the rest of his inheritance? What happens in the reverse case when a
wife has no relatives? The husband will receive half of her inheritance;
who will get the other half?
Note that in the Quran there is no priority
for the distribution of the inheritance. In nowhere it says “first
give to these and from what is left, give to those”. Even if we
had to reinterpret these laws and prioritize them in the order that they
are mentioned, it still does not work because in that case, each
subsequent inheritor will have his or her share shrunk. Also in most cases the total inheritance will never be used up.
This is the fallacy in which Mr. Sami Zaatari engages. In
an attempt to refute this article Mr. Zaatari wrote: "If A
[ the deceased] left a widow or widower, the widow's or
widower's share would first be calculated as in the first
half of verse 4:1"
Mr. Zaatari must show us this instruction in the Quran. There is no
provision in the Quran to pay certain inheritors first and divide the rest
among other heirs. The fact remains that the Quran in matters of the division of the
inheritance is wrong mathematically.
The obtuseness of these laws of inheritance is further emphasized in the
following example. Consider the case of a man with only one daughter and 10 sons.
According to the Quran, the daughter receives half while all the sons must
share among themselves the other half. So each will receive not more
than 1/20 of the inheritance. But this would contradict the other ruling
that a male is to receive twice the share of the female.
Of course for 1400 years Muslims have practiced Islam and somehow
they managed to make these confusing laws work. How they did it? They
reinterpreted, adjusted and compromised to make sense of these nonsense
laws. They put all the
inheritance in a pool and gave to each male child twice the share of
their female siblings. This solution, though satisfies one of the ruling
of the Quran about the inheritance, it contradicts the other.
Despite all these incongruencies and errors the real problem with these
laws is not the fact that they do not add up. The problem is in the
inherent injustice that they embody. A fair minded person cannot avoid but to
question, why daughters should receive half of what the sons
receive? Why sisters receive less than brothers? And why a widower is
entitled to double the share than a widow? Why the Quran states “to the
male, a portion equal to that of two females”? (4:11). Think of a man
with four wives. All the wives have to share the ¼ of his wealth,
if he has no children and 1/8 if he has. In the first case
each wife will receive 1/16 of the inheritance and in the second case
1/32. How a woman who may not be young enough to remarry can survive
with such meager share in a male dominated society as Islamic countries? On the other hand a man who loses all his four wives will inherit
half to ¼ of every wife’s wealth. Isn’t this the formula to enrich
the men and impoverish the women? It is easier to forget the
mathematical errors of the Quran than forgive its injustice.
The verse (4:175) claims that “Thus doth Allah make clear to you (His
law), lest ye err. And Allah hath knowledge of all things.” As we
saw, the above laws are anything but clear. They do not add up, the
portions are not clearly defined, and the shares are distributed
unfairly. It is up to Muslims to decide whether Allah, does not have the
“knowledge of all things”, cannot add simple fractions, is confused
and unfair or that the Quran is mistaken, and Muhammad was not a prophet
of God. It is one or the other. You decide.
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