Problem 1 :
Find the sum by suitable rearrangement:
713 + 200 + 87
Problem 2 :
Simplify
126 × 45 + 126 × 55
by using suitable property.
Problem 3 :
Siddharth purchased 10 boxes of chocolates to be distributed among the students. Each package has 10 packets, each of which contains 10 chocolates. Then how many chocolates did he order?
Problem 4 :
Shelly got 49 marks in Math, 39 marks in English, and 51 in Science. John got 62 marks in Math, 36 in English and 54 in Science. What are their total marks?
Problem 5 :
Simplify using distributive property:
23 × 99
Problem 6 :
Simplify by suitable rearrangement:
i) 643 + 346 + 357
ii) 5 × 241 × 20
Problem 7 :
Simplify the following using the distributive property:
i) 234 × 256 – 234 × 56
ii) 54 × 1001
Problem 8 :
The cost of a chair is ₹7635 and the cost of a table is ₹12365. Find the total cost of 12 chairs and 12 tables.
Problem 9 :
Find the sum by suitable rearrangement
47+953+6437
Problem 10 :
i)
2698 × (100 + 9) = 2698 × 100 + 2698 × 9
is true by _________property.
ii) Use the same property to solve the expression:
51887 × 88 + 51887 × 12
Problem 11 :
Identify the property demonstrated by the following statements:
a) 12 + 13 = 13 + 12
b) 10 × (46 + 24) = 10 × 46 + 10 × 24
c) 100 + 0 = 0 + 100 = 100
1) 1000
2) 12600
3) number of chocolates he order is 1000.
4) 152
5) 2277
6) i) 1346 ii) 24100
7) i) 46800 ii) 54054
8) cost of 12 chairs and tables is ₹240000
9) 7437
10) i) distributive property ii) 5188700
11)
a) Commutative property.
b) distributive property.
c) identity property.
May 21, 24 08:51 PM
May 21, 24 08:51 AM
May 20, 24 10:45 PM