Find the product by suitable rearrangement. 8 × 165 × 125

Given: 8 × 165 × 125 The Commutative Property of whole numbers in multiplication refers to moving the numbers without affecting the result of multiplication. Let a , b be two whole numbers, then according to the Commutative Property of whole numbers in multiplication, we get, a × b = b × a Applying the above, we can simplify the sum given to us: 8 × 165 × 125 = 8 × 125 × 165 = 1000 × 165 = 165000 Hence, the required product is 165000 .

Find the product by suitable rearrangement. 6092 × 25 × 40 × 2

Given: 6092 × 25 × 40 × 2 The Associative Property of whole numbers in multiplication refers to grouping the numbers without affecting the result of multiplication. Let a , b be two whole numbers, then according to the Associative Property of whole numbers in multiplication, we get, a × b × c = a × b × c Applying the above, we can simplify the sum given to us: 6092 × 25 × 40 × 2 = 6092 × 25 × 40 × 2 = 6092 × 1000 × 2 = 6092 × 1000 × 2 = 6092 × 2000 = 12184000 Hence, the required product is 12184000 .

Find the product by suitable rearrangement. 725 × 8 × 50 × 20

Given: 725 × 8 × 50 × 20 The Associative Property of whole numbers in multiplication refers to grouping the numbers without affecting the result of multiplication. Let a , b be two whole numbers, then according to the Associative Property of whole numbers in multiplication, we get, a × b × c = a × b × c Applying the above, we can simplify the sum given to us: 725 × 8 × 50 × 20 = 725 × 8 × 50 × 20 = 725 × 8 × 1000 = 725 × 8 × 1000 = 5800 × 1000 = 5800000 Hence, the required product is 5800000 .

Find the value using distributive property. 3524 × 69 + 3524 × 31

The distributive property states that an expression which is given in form of A ( B + C ) can be solved as A × ( B + C ) = A B + A C . 3524 × 69 + 3524 × 31 = 3524 × 60 + 9 + 3524 × 30 + 1 = 3524 × 60 + 3524 × 9 + 3524 × 30 + 3524 × 1 = 211440 + 31716 + 105720 + 3524 = 352400 Hence, required answer is 352400 .

Find the value using distributive property. 7001 × 182 - 7001 × 82

The distributive property of multiplication over subtraction is similar to the distributive property of multiplication over addition except for the operation of addition and subtraction The distributive property states that an expression which is given in form of A ( B - C ) can be solved as A × ( B - C ) = A B - A C . 7001 × 182 - 7001 × 82 = 7001 × 200 - 18 - 7001 × 100 - 18 = 7001 × 200 - 7001 × 18 - 7001 × 100 - 7001 × 18 = 1400200 - 126018 - 700100 - 126018 = 448064 Hence, required answer is 448064 .

Find the value using distributive property. 6890 × 41 + 689 × 59 × 10

The distributive property states that an expression which is given in form of A ( B + C ) can be solved as A × ( B + C ) = A B + A C . 6890 × 41 + 689 × 59 × 10 = 6890 × 40 + 1 + 6890 × 50 + 9 + 10 = 6890 × 40 + 6890 × 1 + 6890 × 50 + 6890 × 9 + 6890 × 10 = 275600 + 6890 + 344500 + 62010 + 68900 = 757900 Hence, required answer is 757900 .