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When n = 100x + 10y + z, function f is defined as f(n) = (2^x)(3^y)(5^z).

If f(v) = 9f(u), what is v minus u?

(Answer choices not available)

notice 9= 3^2 --> the only possible difference between f(v) and f(t) is of 3^y ....f(v) contains 3^(y+2) ...powers of 2 and 5 in both functions f() are the same

When n = 100x + 10y + z, function f is defined as f(n) = (2^x)(3^y)(5^z).

If f(v) = 9f(u), what is v minus u?

(Answer choices not available)

notice 9= 3^2 --> the only possible difference between f(v) and f(t) is of 3^y ....f(v) contains 3^(y+2) ...powers of 2 and 5 in both functions f() are the same

When n = 100x + 10y + z, function f is defined as f(n) = (2^x)(3^y)(5^z).

If f(v) = 9f(u), what is v minus u?

(Answer choices not available)

notice 9= 3^2 --> the only possible difference between f(v) and f(t) is of 3^y ....f(v) contains 3^(y+2) ...powers of 2 and 5 in both functions f() are the same