10 g of bleaching powder on reaction with x2+y2=a-2 required 100 mL of IN hypo. Thus, the percentage of pure bleaching powder in a given sample is

Question

10 g of bleaching powder on reaction with x2+y2=a-2 required 100 mL of IN hypo. Thus, the percentage of pure bleaching powder in a given sample is (A) 100% (B) 80% (C) 63.5% (D) 35.5%

Tardigrade Admin · Accepted Answer

=∫12 log e1 dx+∫23 log e2 dx++∫34 log e3 dx =0+( log e2)[x]23+( log e3)[x]34 =∫12 log e1 dx+∫23 log e2 dx++∫34 log e3 dx =∫12 log e[x]dx+∫23 log e[x]dx++∫34 log e[x]dx Thus, =( log e2)1+( log e3)1 Equivalent of = log e6 Thus, equivalent of y=m1x Equivalent of y=m2x Equivalent mass of 4√27 4√18 Thus, percentage of 2.0× 10-5/oC

Q. 10 g of bleaching powder on reaction with x2+y2=a−2 required 100 mL of IN hypo. Thus, the percentage of pure bleaching powder in a given sample is

100%

80%

63.5%

35.5%

Q. 10 g of bleaching powder on reaction with $x^{2} + y^{2} = a^{- 2}$ required 100 mL of IN hypo. Thus, the percentage of pure bleaching powder in a given sample is