plzz solve these prblm
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Here is the solution :
Let three terms of A.P be a-d, a, a+d,
Here, First term = a-d,
Common difference = +d,
According to the Question,
(a-d) + (a) + (a+d) = 24,
=> 3a = 24,
=> a = 8,
According to the Question again,
(8-d)² + 8² + (8+d)² = 200,
=> 64 + d² - 16d + 64 + 64 + d² + 16d = 200,
=> 192 + 2d² = 200,
=> 2d² = 8,
=> d² = 4
=> d = ±2,
If d = +2,
The three terms are,
6,8,10,
If d = -2,
The three terms are,
10,8,6,
Therefore : the three terms of the A.P are 6,8,10,
Hope you understand, Have a Great day :D,
Thanking you, Bunti 360 !..
Let three terms of A.P be a-d, a, a+d,
Here, First term = a-d,
Common difference = +d,
According to the Question,
(a-d) + (a) + (a+d) = 24,
=> 3a = 24,
=> a = 8,
According to the Question again,
(8-d)² + 8² + (8+d)² = 200,
=> 64 + d² - 16d + 64 + 64 + d² + 16d = 200,
=> 192 + 2d² = 200,
=> 2d² = 8,
=> d² = 4
=> d = ±2,
If d = +2,
The three terms are,
6,8,10,
If d = -2,
The three terms are,
10,8,6,
Therefore : the three terms of the A.P are 6,8,10,
Hope you understand, Have a Great day :D,
Thanking you, Bunti 360 !..
shahinsheikh084:
thank u soon much
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