2013×2014−1 |
2013+2012×2014 |
=
2013×2014−1 |
2013+(2013−1)×2014 |
=
2013×2014−1 |
2013+2013×2014−2014 |
=
2013×2014−1 |
2013×2014−(2014−2013) |
=
2013×2014−1 |
2013×2014−1 |
=1.
故答案为:1.
2013×2014−1 |
2013+2012×2014 |
2013×2014−1 |
2013+2012×2014 |
2013×2014−1 |
2013+(2013−1)×2014 |
2013×2014−1 |
2013+2013×2014−2014 |
2013×2014−1 |
2013×2014−(2014−2013) |
2013×2014−1 |
2013×2014−1 |