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The following statement is true: "V real number x, 3 an integer n such that n > x." For each x given below, find an n to make the predicate "n > x" true. (For each answer, enter a mathematical expression.) (a) x = 12.89 Let n = 13 (b) x = 105 Let n = 100001 (c) x = 55 Let n =

The following statement is true: "V real number x, 3 an integer n such that n > x." For each x given below, find an n to make the predicate "n > x" true. (For each answer, enter a mathematical expression.) (a) x = 12.89 Let n = 13 (b) x = 105 Let n = 100001 (c) x = 55 Let n =

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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I'm having a difficult time expressing in scientific notation for part c. 

 

 

I know that the expression is equal to 2.980232239E17 

 

or did I do the math incorrectly 

I did 5^5=3125 then raised to the fifth power again

The following statement is true: "∀ real number \( x \), ∃ an integer \( n \) such that \( n > x \)." For each \( x \) given below, find an \( n \) to make the predicate " \( n > x \)" true. (For each answer, enter a mathematical expression.) (a) \( x = 12.89 \) - Let \( n = 13 \) ✔️ (b) \( x = 10^5 \) - Let \( n = 100001 \) ✔️ (c) \( x = 5^5^5 \) - Let \( n = \_\_\_\_\_\_\_\_\_\_ \) ❌
Transcribed Image Text:The following statement is true: "∀ real number \( x \), ∃ an integer \( n \) such that \( n > x \)." For each \( x \) given below, find an \( n \) to make the predicate " \( n > x \)" true. (For each answer, enter a mathematical expression.) (a) \( x = 12.89 \) - Let \( n = 13 \) ✔️ (b) \( x = 10^5 \) - Let \( n = 100001 \) ✔️ (c) \( x = 5^5^5 \) - Let \( n = \_\_\_\_\_\_\_\_\_\_ \) ❌
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