# Mathematics Worksheet/Order of operations/Whole Numbers

Do the following questions. Use the rules from Mathematics Worksheet/Order of operations/Rules.

1

 ${\displaystyle (64+74)\times 253=}$

2

 ${\displaystyle 840\div (49-34)=}$

3

 ${\displaystyle (582+1,726)\times (1,728-729)=}$

4

 ${\displaystyle 1,275\times 38+9,720\div 12=}$

5

 ${\displaystyle 73,281+82,381-56,271=}$

6

 ${\displaystyle 5,628+762\times 82-8,128=}$

7

 ${\displaystyle [(37+64)\times 82]\times (5,324-3,375)=}$

8

 ${\displaystyle 45+[(97-27\times 2)]=}$

9

 ${\displaystyle 7,654\times 65-(10,827+1,273)=}$

10

 ${\displaystyle 17,271+56,791\div 21+6,281=}$

11

 ${\displaystyle [432\times (43+34)]\times 64=}$

12

 ${\displaystyle 564-[52\times (43-24)]+[134+156\times 74]=}$

13

 ${\displaystyle 3,437+6,382\div 2=}$

14

 ${\displaystyle [(364+632)\times (321+246)]-[(546-322)\times (653-495)]=}$

15

 ${\displaystyle 4,210\div 10+7,280\times 7=}$

16

 ${\displaystyle (3,375+6,353)\div 4+[464+37\times 63]=}$

17

 ${\displaystyle [(729+5,324)\times 42]+684\times 43=}$

18

 ${\displaystyle 1,353\div (91-58)\times 756=}$

19

 ${\displaystyle (23,251-20,357)\times [657+43\times 86]=}$

20

 ${\displaystyle 543+653\times 364-5,636+16,461\div 3=}$

21

 ${\displaystyle 203,453+453,432-4,245\times 74=}$

22

 ${\displaystyle 165,463-[(365+1,253)\times (1,253-365)]=}$

23

 ${\displaystyle [(570+425)\times 160]\times (53+25-45)=}$

24

 ${\displaystyle 234\div 37+45\times 76-532=}$

25

 ${\displaystyle [53+42\times (125\div 25)+6,667]+4,686=}$

26

 ${\displaystyle (1,283+742)+[46\times 64+75\times 139]=}$

27

 ${\displaystyle [(5,483+3,247)\times (7,557\div 3)]+14,535=}$

28

 ${\displaystyle 78,273-652\times 37=}$

29

 ${\displaystyle [657\times (54+65)-1,248]-3,829=}$

30

 ${\displaystyle [(5,438-2,357)\times (7,659\div 9)]-[(8,000\div 20\times 76)+673]=}$