Question

If x cube is equal to 1728 and y cube is equal to 5832 find the value of x + 1 upon y

Answer 1

Answer:

∛1728 = 12

∛5832 = 18

=(x + 1)/y

= (12 + 1)/18

= 13/18

Answer 2

Answer:

13/18

Step-by-step explanation:

${x}^{3} = 1728$

${y}^{3} = 5832$

so from here X = 12

and Y = 18

the ques is== X+1 / Y

so, 12+1/18= 13/18