解:
设该等差数列的公差为d,已知a6=a4+2d,
a8=a4+4d,a10=a4+6d,a12=a4+8d,则
a4+a6+a8+a10+a12=5a4+20d=120,
即a4+4d=24;
所以2a10-a12
=2(a4+6d)-(a4+8d)
=a4+4d
=24.
设该等差数列的公差为d,已知a6=a4+2d,
a8=a4+4d,a10=a4+6d,a12=a4+8d,则
a4+a6+a8+a10+a12=5a4+20d=120,
即a4+4d=24;
所以2a10-a12
=2(a4+6d)-(a4+8d)
=a4+4d
=24.
