Question: help me solve this problems please 10. Describe an algorithm that determines whether a function from a finite set to another finite set is onto.

help me solve this problems please

10. Describe an algorithm that determines whether a function from a finite set to another finite set is onto. 11. Suppose that f (x), g[x), and M20 are functions such that f (x) is 0(g(x)] and g(x) is 00190). Show that f[X) is 00m). 12. Use the definition Big 0 to show that x4 + 9x3 + 4x + 7 is 006'). Find a proper pair of values for witnesses C and k. 13. Find the least integer value of n for which f (x) = 2x2 + x3log(x) is 0(x"). 14.Let k be a positive integer. Show that 1" + 2" + + n" is 001"\"). 15. Arrange the functions (1.5)\

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