find four consecutive integers that twice the fourth is 4 less than the firshow
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find four consecutive integers that twice the fourth is 4 less than the firshow
find four consecutive integers that twice the fourth is 4 less than the firs
how
find four consecutive integers that twice the fourth is 4 less than the firshow
# 4 个连续的整数,其中第四个数目的两倍比第一个数目小4.
4个整数分别是:X ,X+1 ,X+2 ,X+3
# twice the forth is 4 less than the first
# 第4个数目的两倍比第一个数目小4,可以写成:
2 *(X+3)+ 4 = X
==》 2X + 6 + 4 = X
==》 2X - X = -10
==》 X = -10
所以,4个连续的整数为:-10,-9,-8,-7
# 验算:2 * (-7) + 4 = -10
OK!
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hypothesis the four integers is
X X+1 X+2 X+3
(X+3)^2 =X-4
X^2+5X+13=0
X does not exist
二楼是sb.
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