Question

what is the largestthree digitnumbewhenthe prpoperty thatthat the number is equal to sum of its hundred digit the squareof its tens digitand cube ofits unit digit​

Answer 1

Answer:

Step-by-step explanation:

What is the largest three-digit number with the property that the number is equal to the sum of its hundreds digit, the square of its tens digit and the cube of its units digit?

:

An equation for this

100a + 10b + c = a + b^2 + c^3

:

Too many unknowns for me to solve, used a simple basic program as follows:

:

10 print"A three-digit number is equal to the sum of its hundreds digit, the square of its tens digit and the cube of its units digit?":print

20 for a = 1 to 9

30 for b = 0 to 940 for c = 0 to 9

50 n = (100*a) + (10*b) + c

60 m = a + b^2 + c^3

70 if m = n then print, m

80 next c

90 next b

100 next a

120 end

:

It came up with 4 solutions, the largest: 598