IIIT JEE main 2023 - Let x1, x2,…….x100 be in an arithmetic progression with xi =2 and mean =100.

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Let \(x_1, x_2 \ldots, x_{100}\) be in an arithmetic progression, with \(x_1=2\) and their mean ....Let \(x_1, x_2 \ldots, x_{100}\) be in an arithmetic progression, with \(x_1=2\) and their mean ....
Let x1, x2 l,------,x100 be in an arithmetic progression with x1=2 and mean equals 200Let x1, x2 l,------,x100 be in an arithmetic progression with x1=2 and mean equals 200
Suppose x1,x2..xn are in arithmetic progression such that x5=-4 and 2x6+2x9=x11+x13.Then x100 equalsSuppose x1,x2..xn are in arithmetic progression such that x5=-4 and 2x6+2x9=x11+x13.Then x100 equals
Let a₁, a2, a3....a, be n positive consecutive terms of an arithmetic progres || LetLet a₁, a2, a3....a, be n positive consecutive terms of an arithmetic progres || Let's IQRA JEE
Let a,b,c be in arithmetic progression. Let the centroid of the triangle with vertices (a,c),(2,b)..Let a,b,c be in arithmetic progression. Let the centroid of the triangle with vertices (a,c),(2,b)..
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