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I. 7x+5x=xfrac{7}{{sqrt x }} + frac{5}{{sqrt x }} = sqrt x

II. y2(12)52y=0{y^2} - frac{{{{(12)}^{frac{5}{2}}}}}{{sqrt y }} = 0

a

If x > y

b

If x ≥y

c

If x < y

d

If x ≤y

e

If x = y or the relationship cannot be established

Answer : Option
Explanation :

7x+5x=xfrac{7}{{sqrt x }} + frac{5}{{sqrt x }} = sqrt x

(i) 12 = x

(ii) y2(12)52y=0{y^2} - frac{{{{(12)}^{frac{5}{2}}}}}{{sqrt y }} = 0

y52=(12)52,y=12{y^{frac{5}{2}}} = {(12)^{frac{5}{2}}},y = 12

Hence x = y

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