题目内容
解方程.
2x-5.2=2.8 4.3x-1.8x=97.5 13(x+5)=169
2x-20=4 2x+2.8×2=10.4 x+2.4x=5.1
X-0.36x=16 3(x+2.1)=10.5 42x+25x=134
4x-3×9=29 5(x+1.5)=17.5 (x-3)÷2=7.5
2.5x=14 3.8+x=6.3 x-7.9=2.6.
2x-5.2=2.8 4.3x-1.8x=97.5 13(x+5)=169
2x-20=4 2x+2.8×2=10.4 x+2.4x=5.1
X-0.36x=16 3(x+2.1)=10.5 42x+25x=134
4x-3×9=29 5(x+1.5)=17.5 (x-3)÷2=7.5
2.5x=14 3.8+x=6.3 x-7.9=2.6.
分析:根据等式的性质:等式的两边同时加上或减去同一个数,等式仍然成立;等式的两边同时除以或乘以一个不为0的数,等式仍然成立,即可进行解方程.
解答:解:2x-5.2=2.8,
2x-5.2+5.2=2.8+5.2,
2x=8,
2x÷2=8÷2,
x=4,
4.3x-1.8x=97.5,
2.5x=97.5,
2.5x÷2.5=97.5÷2.5,
x=39,
13(x+5)=169,
13x+65=169,
13x+65-65=169-65,
13x=104,
13x÷13=104÷13,
x=8,
2x-20=4,
2x-20+20=4+20,
2x=24,
2x÷2=24÷2,
x=12,
2x+2.8×2=10.4
2x+5.6=10.4,
2x+5.6-5.6=10.4-5.6,
2x=4.8,
2x÷2=4.8÷2,
x=2.4,
x+2.4x=5.1,
3.4x=5.1,
3.4x÷3.4=5.1÷3.4,
x=1.5,
X-0.36x=16,
0.64x=16,
0.64x÷0.64=16÷0.64,
x=25,
3(x+2.1)=10.5,
3x+6.3=10.5,
3x+6.3-6.3=10.5-6.3,
3x=4.2,
3x÷3=4.2÷3,
x=1.4,
42x+25x=134,
67x=134,
67x÷67=134÷67,
x=2,
4x-3×9=29,
4x-27=29,
4x-27+27=29+27,
4x=56,
4x÷4=56÷4,
x=14,
5(x+1.5)=17.5
5x+7.5=17.5,
5x+7.5-7.5=17.5-7.5,
5x=10,
5x÷5=10÷5,
x=2,
(x-3)÷2=7.5,
(x-3)÷2×2=7.5×2,
x-3=15,
x-3+3=15+3,
x=18,
2.5x=14,
2.5x÷2.5=14÷2.5,
x=5.6;
3.8+x=6.3,
3.8+x-3.8=6.3-3.8,
x=2.5,
x-7.9=2.6.
x-7.9+7.9=2.6+7.9,
x=10.5.
2x-5.2+5.2=2.8+5.2,
2x=8,
2x÷2=8÷2,
x=4,
4.3x-1.8x=97.5,
2.5x=97.5,
2.5x÷2.5=97.5÷2.5,
x=39,
13(x+5)=169,
13x+65=169,
13x+65-65=169-65,
13x=104,
13x÷13=104÷13,
x=8,
2x-20=4,
2x-20+20=4+20,
2x=24,
2x÷2=24÷2,
x=12,
2x+2.8×2=10.4
2x+5.6=10.4,
2x+5.6-5.6=10.4-5.6,
2x=4.8,
2x÷2=4.8÷2,
x=2.4,
x+2.4x=5.1,
3.4x=5.1,
3.4x÷3.4=5.1÷3.4,
x=1.5,
X-0.36x=16,
0.64x=16,
0.64x÷0.64=16÷0.64,
x=25,
3(x+2.1)=10.5,
3x+6.3=10.5,
3x+6.3-6.3=10.5-6.3,
3x=4.2,
3x÷3=4.2÷3,
x=1.4,
42x+25x=134,
67x=134,
67x÷67=134÷67,
x=2,
4x-3×9=29,
4x-27=29,
4x-27+27=29+27,
4x=56,
4x÷4=56÷4,
x=14,
5(x+1.5)=17.5
5x+7.5=17.5,
5x+7.5-7.5=17.5-7.5,
5x=10,
5x÷5=10÷5,
x=2,
(x-3)÷2=7.5,
(x-3)÷2×2=7.5×2,
x-3=15,
x-3+3=15+3,
x=18,
2.5x=14,
2.5x÷2.5=14÷2.5,
x=5.6;
3.8+x=6.3,
3.8+x-3.8=6.3-3.8,
x=2.5,
x-7.9=2.6.
x-7.9+7.9=2.6+7.9,
x=10.5.
点评:此题考查了利用等式的性质解方程的方法的灵活应用,属于基础题.
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