Math, asked by anshupriya748823, 1 month ago

if a five digit number 1b6a3 ,a is the greatest single digit perfect cube and twice of it exceeds b by 7. Then the sum of the number and its cube root is. .​

Answers

Answered by BrainlyBears
4

Answer:

19710

Step-by-step explanation:

5 digit no. is =1b6a3

Greatest single digit perfect cube=8

∴a=8

Given b=2a−7=2×8−7=9

No: 19683

Ans:19683 + 3√19683

= 19683 + 27

= 19710

Answered by eviln7
1

Answer:

5 digit no. is =1b6a3

5 digit no. is =1b6a3Greatest single digit perfect cube=8

5 digit no. is =1b6a3Greatest single digit perfect cube=8∴a=8

5 digit no. is =1b6a3Greatest single digit perfect cube=8∴a=8Given b=2a−7=2×8−7=9

5 digit no. is =1b6a3Greatest single digit perfect cube=8∴a=8Given b=2a−7=2×8−7=9No: 19683

5 digit no. is =1b6a3Greatest single digit perfect cube=8∴a=8Given b=2a−7=2×8−7=9No: 19683Ans:19683+

5 digit no. is =1b6a3Greatest single digit perfect cube=8∴a=8Given b=2a−7=2×8−7=9No: 19683Ans:19683+ 3

5 digit no. is =1b6a3Greatest single digit perfect cube=8∴a=8Given b=2a−7=2×8−7=9No: 19683Ans:19683+ 3

5 digit no. is =1b6a3Greatest single digit perfect cube=8∴a=8Given b=2a−7=2×8−7=9No: 19683Ans:19683+ 3 19683

5 digit no. is =1b6a3Greatest single digit perfect cube=8∴a=8Given b=2a−7=2×8−7=9No: 19683Ans:19683+ 3 19683

5 digit no. is =1b6a3Greatest single digit perfect cube=8∴a=8Given b=2a−7=2×8−7=9No: 19683Ans:19683+ 3 19683 =19683+27

5 digit no. is =1b6a3Greatest single digit perfect cube=8∴a=8Given b=2a−7=2×8−7=9No: 19683Ans:19683+ 3 19683 =19683+27=19710

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