简便计算,需要详细过程

2025-05-06 16:40:33
推荐回答(3个)
回答1:

6.4×125+36×12.5

=6.4×125+3.6×125

=(6.4+3.6)×125

=10×125

=1250



8.5-3.95-0.05+1.5

=(8.5+1.5)-(3.95+0.05)

=10-4

=6



(14×15×48)÷(7×3×16)

=(7×2×15×48)÷(7×48)

=2×15

=30


0.625×二分之十五+八分之五×二分之五-0.625×2

=0.625×12.5+0.625×2.5-0.625×2

=0.625×(12.5+2.5-2)

=0.625×13

=8.125



33333×66666

=22222×1.5×66666
=22222×99999
=22222×(100000-1)
=2222200000-22222
=2222177778



2009×20012001-2001×20092009

=2009×2001×10001-2001×2009×10001

=2009×2001×10001-2009×2001×10001

=0



1999+999×999

=1000+999+999×999
=1000+(999+1)×999
=1000+1000×999
=1000+999000
=1000000



二分之一+六分之一+十二分之一+......+九十分之一

=1/1x2+1/2x3+1/3x4+……+1/9x10

=1-1/2+1/2-1/3+1/3-1/4+……+1/9-1/10

=1-1/10

=9/10  (10分之9)

回答2:

6.4×125+36×12.5
=12.5*(64+36)
=12.5*100
=1250
8.5-3.95-0.05+1.5
=(8.5+1.5)-(3.95+0.05)
=10-4
=6
(14×15×48)÷(7×3×16)
=2*5*3
=30
0.625×二分之十五+八分之五×二分之五-0.625×2
=0.625*(7.5+2.5-2)
=0.625*8
=5
33333×66666
=11111*11111*18
=123454321*18
=2222177778
2009×20012001-2001×20092009
=2009*2001*(10001-10001)
=0
1999+999×999
=(999+1)^2

=1000 000
二分之一+六分之一+十二分之一+......+九十分之一
=1/2+1/6+1/12+……+1/90
=1/2+1/2-1/3+1/3-1/4+……+1/9-1/10
=1-1/10
=9/10 .

回答3:

0.99*0.75
=(1-0.01)* 0.75* 100/100
=(1-0.01)* 75/100
=(75-0.75)/100
=74.25/100
=0.7425