Divide.
Lesson 1-6 for exercise sets. &KDSWHU
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Find the quotient.
- 36 (6) 2. 60 (10) 3. 25 (5) 4.
5.[72 (8)] 6.(4) (2) 7.| 66 11| 8.|110 | |11|
9.Discuss and Write Explain how the inverse operation can help you determine
the sign of the quotient of two integers. Justify your answer with examples.
9
1
Key Concept
Divide Integers
- The quotient of two integers with like signs is positive.
positive positivepositive
negativenegativepositive - The quotient of two integers with unlike signs is negative.
positive negativenegative
negative positivenegative - The quotient is 0 if the dividend is zero.
0 n 0
You can also use rules for dividing integers.
There are special rules for division that involves 1, 1, and 0.
54 9
54 9 6 54 and 9 have like signs.
The quotient is positive.
1 64 (8)
64 (8) (^8) 64 and 8 have like signs.
The quotient is positive.
2
81 (9)
81 (9) (^9) 81 and 9 have
unlike signs. The
quotient is negative.
3 144 12
144 12 (^12) 144 and 12 have
unlike signs. The
quotient is negative.
4
- The quotient of any nonzero integer
and 1 is that integer. aor a 1 a - The quotient of any nonzero integer
and 1 is the opposite of that integer. aor a(1) a - Zero divided by any nonzero integer
is zero. 0 or 0 a 0 - The division of any integer by zero
is undefined. a0 or is undefined.
0
a
a
0
a
1
a
1
Think
^91 ^9 (1)