Multiplying Integers 1

(Negative) (Positive) =__?__

• Positive

• Negative

• the solution varies

(8) ( -9)

• 72

• 63

• -72

• -63

 $6\cdot7\cdot-2$  

• 42

• -84

• 84

• -42

• none of these

 $6\cdot-2\cdot4$  

• -42

• -48

• -54

• none of these

The answer to a multiplication problem is called a(n) __?__

7(-3)

• 21

• 10

• -10

• -21

15*(-2)*(-287), the product is __?__

• positive

• negative

Select the expression(s) whose product will be negative

• 13 (-2)

• 6 (-4) (8)

• -7 *(-12)*(-4)

• 
  

  $3\cdot0\cdot211$

Find the product of (9)(-12)

• -72

• -108

• -90

• -99

Which expression(s) have a product of -84

• -4 * -12

• -7 * 12

• -4 * 21

• -84 * -1