2根据加法运算定律填空
490+ 320 = () + 490
250+ () = 30 + 250
35+ 48 = () + ()
78+ () = 53 + ()
() + 19 = () + 48
a + () = b + ()
() + c = () + b
△ + () = ○ + ()
() + ■ = () + ●
() + a = () + ()
31+ (69 + 54) = ( + ) + 54
(35 + 48) + 152 = 35 + ( + )
63+ (47 + 36) = ( + ) + 36
+ (105 + 162) = (95 + ) +
( + ) + 84 = 37 + (116 + )
★ + ( + ■) = ( + ●) +
(○ + ) + △ = + (◇ + )
490+ 320 = () + 490
250+ () = 30 + 250
35+ 48 = () + ()
78+ () = 53 + ()
() + 19 = () + 48
a + () = b + ()
() + c = () + b
△ + () = ○ + ()
() + ■ = () + ●
() + a = () + ()
31+ (69 + 54) = ( + ) + 54
(35 + 48) + 152 = 35 + ( + )
63+ (47 + 36) = ( + ) + 36
+ (105 + 162) = (95 + ) +
( + ) + 84 = 37 + (116 + )
★ + ( + ■) = ( + ●) +
(○ + ) + △ = + (◇ + )
答案
1. $490 + 320 = \boxed{320} + 490$
2. $250 + \boxed{30} = 30 + 250$
3. $35 + 48 = \boxed{48} + \boxed{35}$
4. $78 + \boxed{53} = 53 + \boxed{78}$
5. $\boxed{48} + 19 = \boxed{19} + 48$
6. $a + \boxed{b} = b + \boxed{a}$
7. $\boxed{b} + c = \boxed{c} + b$
8. $△ + \boxed{○} = ○ + \boxed{△}$
9. $\boxed{●} + ■ = \boxed{■} + ●$
10. $\boxed{●} + a = ● + \boxed{a}$(或 $\boxed{a} + a = a + \boxed{a}$ 特殊情况需保证等式成立如a=●,合理即可)
11. $31 + (69 + 54) = (\boxed{31} + \boxed{69}) + 54$
12. $(35 + 48) + 152 = 35 + (\boxed{48} + \boxed{152})$
13. $63 + (47 + 36) = (\boxed{63} + \boxed{47}) + 36$
14. $\boxed{95} + (105 + 162) = (95 + \boxed{105}) + 162$
15. $(\boxed{37} + \boxed{116}) + 84 = 37 + (116 + \boxed{84})$
16. $★ + (\boxed{●} + ■) = (\boxed{★} + ■) + ●$(答案不唯一,合理组合如加法交换律保证等式成立即可)
17. $(○ + \boxed{◇}) + △ = ○ + (◇ + \boxed{△})$
2. $250 + \boxed{30} = 30 + 250$
3. $35 + 48 = \boxed{48} + \boxed{35}$
4. $78 + \boxed{53} = 53 + \boxed{78}$
5. $\boxed{48} + 19 = \boxed{19} + 48$
6. $a + \boxed{b} = b + \boxed{a}$
7. $\boxed{b} + c = \boxed{c} + b$
8. $△ + \boxed{○} = ○ + \boxed{△}$
9. $\boxed{●} + ■ = \boxed{■} + ●$
10. $\boxed{●} + a = ● + \boxed{a}$(或 $\boxed{a} + a = a + \boxed{a}$ 特殊情况需保证等式成立如a=●,合理即可)
11. $31 + (69 + 54) = (\boxed{31} + \boxed{69}) + 54$
12. $(35 + 48) + 152 = 35 + (\boxed{48} + \boxed{152})$
13. $63 + (47 + 36) = (\boxed{63} + \boxed{47}) + 36$
14. $\boxed{95} + (105 + 162) = (95 + \boxed{105}) + 162$
15. $(\boxed{37} + \boxed{116}) + 84 = 37 + (116 + \boxed{84})$
16. $★ + (\boxed{●} + ■) = (\boxed{★} + ■) + ●$(答案不唯一,合理组合如加法交换律保证等式成立即可)
17. $(○ + \boxed{◇}) + △ = ○ + (◇ + \boxed{△})$
计算
34+ () = 100
() + 13 = 100
118+ () = 200
29+ () = 100
246+ () = 300
48+ () = 200
129+ () = 200
57+ () = 300
() + 84 = 400
() + 68 = 900
143+ () = 700
() + 543 = 700
() + 666 = 900
196+ () = 900
493+ () = 600
() + 167 = 800
() + 167 = 1000
() + () = 1000
34+ () = 100
() + 13 = 100
118+ () = 200
29+ () = 100
246+ () = 300
48+ () = 200
129+ () = 200
57+ () = 300
() + 84 = 400
() + 68 = 900
143+ () = 700
() + 543 = 700
() + 666 = 900
196+ () = 900
493+ () = 600
() + 167 = 800
() + 167 = 1000
() + () = 1000
答案
1.
$100 - 34 = 66$;
2.
$100 - 13 = 87$;
3.
$200 - 118 = 82$;
4.
$100 - 29 = 71$;
5.
$300 - 246 = 54$;
6.
$200 - 48 = 152$;
7.
$200 - 129 = 71$;
8.
$300 - 57 = 243$;
9.
$400 - 84 = 316$;
10.
$900 - 68 = 832$;
11.
$700 - 143 = 557$;
12.
$700 - 543 = 157$;
13.
$900 - 666 = 234$;
14.
$900 - 196 = 704$;
15.
$600 - 493 = 107$;
16.
$800 - 167 = 633$;
17.
$1000 - 167 = 833$;
18.答案不唯一,如$500+500 = 1000$。
$100 - 34 = 66$;
2.
$100 - 13 = 87$;
3.
$200 - 118 = 82$;
4.
$100 - 29 = 71$;
5.
$300 - 246 = 54$;
6.
$200 - 48 = 152$;
7.
$200 - 129 = 71$;
8.
$300 - 57 = 243$;
9.
$400 - 84 = 316$;
10.
$900 - 68 = 832$;
11.
$700 - 143 = 557$;
12.
$700 - 543 = 157$;
13.
$900 - 666 = 234$;
14.
$900 - 196 = 704$;
15.
$600 - 493 = 107$;
16.
$800 - 167 = 633$;
17.
$1000 - 167 = 833$;
18.答案不唯一,如$500+500 = 1000$。
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