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Need solution for Q5 and Q6 please QUESTION#5: Show directly that f(n)-n2 + 3n3 E and 2 to show that f(n) is in both O(n3)

Need solution for Q5 and Q6 please

QUESTION#5: Show directly that f(n)-n2 + 3n3 E and 2 to show that f(n) is in both O(n3) and Q (n3). 5. (n3). That is, use the definitions of O 6. QUESTION#6: Using the Properties of Order show that 5n5 +4n4+6n32n2+ n 7 is (n5)

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Need solution for Q5 and Q6 please QUESTION#5: Show directly that f(n)-n2 + 3n3 E and 2 to show that f(n) is in both O(n3)

Need solution for Q5 and Q6 please QUESTION#5: Show directly that f(n)-n2 + 3n3 E and 2 to show that f(n) is in both O(n3) and Q (n3). 5. (n3). That is, use the definitions of O 6. QUESTION#6: Using the Properties of Order show that 5n5 +4n4+6n32n2+ n 7 is (n5)

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Need solution for Q5 and Q6 please

QUESTION#5: Show directly that f(n)-n2 + 3n3 E and 2 to show that f(n) is in both O(n3) and Q (n3). 5. (n3). That is, use the definitions of O 6. QUESTION#6: Using the Properties of Order show that 5n5 +4n4+6n32n2+ n 7 is (n5)