Test (NOT the Limit Comparison Test.) For each statement,enter C(for "correct")if the argument is valid, or enter I (for"incorrect")if any part of the argument is flawed. (Note: ifthe conclusion is true but the argument that led toit waswrong, you must enter I.)Note: some of the inequalities below should actually sayn>2,0<1n2-3<1n2??1n2??1n2-3n>2,02,ln(n)n2>1n2??1n2??ln(n)n2n>1,02,ln(n)n>1n??1n??ln(n)nn>3,0<1nln(n)<2n2??1n??1nln(n)0cdotsFor all n>2,0<1n2-3<1n2, and theseries ??1n2 converges, soby the Comparison Test, the series??1n2-3 converges.For all n>2,02,ln(n)n2>1n2, and theseries ??1n2 converges, soby the Comparison Test, the series??ln(n)n2 converges.For all n>1,02,ln(n)n>1n, and theseries ??1n diverges, soby the Comparison Test, the series??ln(n)n diverges.For all n>3,0<1nln(n)<2n, and theseries 2??1n diverges, soby the Comparison Test, the series??1nln(n) diverges.