Răspuns :
Primul mod:43×16+16×19=992
688+304=992
Al doilea mod: (43+19)×16=
62×16=992
Primul mod: 51×40-32×40=760
2040-1280=760
Al doilea mod: (51-32)×40=760
19×40=760
Primul mod: 145×17-17×45=1700
2465-765=1700
Al doilea mod: (145-45)×17=1700
100×17=1700
Primul mod: 270×30-270×25=1350
8100-6750=1350
Al doilea mod: (30-25)×270=1350
5×270=1350
688+304=992
Al doilea mod: (43+19)×16=
62×16=992
Primul mod: 51×40-32×40=760
2040-1280=760
Al doilea mod: (51-32)×40=760
19×40=760
Primul mod: 145×17-17×45=1700
2465-765=1700
Al doilea mod: (145-45)×17=1700
100×17=1700
Primul mod: 270×30-270×25=1350
8100-6750=1350
Al doilea mod: (30-25)×270=1350
5×270=1350
43 × 16 + 16 × 19 = 688 + 304 = 992 → primul mod
→ aplic distributivitatea ca proprietate a inmultirii
= 16 × ( 43 + 19 ) = 16 × 62 = 992 → al doilea mod
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51 × 40 - 32 × 40 = 2 040 - 1 280 = 760 → primul mod
= 40 × ( 51 - 32 ) = 40 × 19 = 760 → al doilea mod
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145 × 17 - 17 × 45 = 2 465 - 765 = 1 700 → primul mod
= 17 × ( 145 - 45 ) = 17 × 100 = 1 700 → al doilea mod
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270 × 30 - 270 × 25 = 8 100 - 6 750 = 1 350 → primul mod
= 270 × ( 30 - 25 ) = 270 × 5 = 1 350 → al doilea mod