1 + 3 + 5 + ... + x = 1600
{(n - 1)/(2) + 1} ^ 2 = 1600
(n-1)/(2)+1 = 40^2
(n-1)/(2)+1 = 40
(n-1)/(2) = 40-1
(n-1)/(2) = 39
n-1 = 39*2
n-1 = 78
n = 78 +1
n = 79
Ta có:
1 + 3 + 5 + ... + x = 1600
{(x - 1)/(2) + 1} ^ 2 = 1600
(x-1)/(2)+1 = 40^2
(x-1)/(2)+1 = 40
(x-1)/(2) = 40-1
(x-1)/(2) = 39
x-1 = 39*2
x-1 = 78
x = 78 +1
x= 79
Vậy x=79
Ta có:
1 + 3 + 5 + ... + x = 1600
{(x - 1)/(2) + 1} ^ 2 = 1600
(x-1)/(2)+1 = 40^2
(x-1)/(2)+1 = 40
(x-1)/(2) = 40-1
(x-1)/(2) = 39
x-1 = 39*2
x-1 = 78
x = 78 +1
x= 79
Vậy x=79