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For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?
For what value of r, the co-efficient of the terms (r+1)th and (+2)th will be equal in the expansion of(2x^2+3/x)^19?