Question

. Fill in the blanks
(a) Multiplicative identity for integers is
(b) The commutative law under multiplication, given two integers a and b is
(c) If a is any integer, then a x 0 = 0 xa =
(d) As per distributive law of multiplication, a X (b + c) =
(e) [8x (-2)]*(+6) = 8x[(-2)*(-) represents_law of multiplication.
(f) -9) x (_) = 9
(g) (-15) (_) = 0
(h) (-25) (_) = -25
(i)( -4) X(-6) = (_)(-4)
G) Product of two numbers is zero. If one of them is -182. the other number is
(k) The product of_ and (-1) is -83. (l) -4 x 15 x 0 =​

Answer 1

Answer:

a)1

b)a*b=b*a

c)0

d)a*b+a*c

e)associative

f)-1

g)0

h)1

i)-6

g)0

k)83

l)0

Answer 2

Answer:

c = 0

f = 1

g = 0

h = 1

i = -6

g = the other number has to be 0

k . product of - 83 and 1 = - 83

l. 0