2.1 Variables Using variable or variables, rewrite the following given statement into mathematical expressions. Glven Statement Answer 1. (Yes or None) Is there a real number whose square is -1? 2. An integer that has a remain der of 2 when Hint: Let x be an integer, then "equation (ALWAYS FOlloW THE LET-THEN it is divided by 5. structure, do not change the variable x) 3. Given any two real numbers, there is a real Hint: Let a and b be two real numbers and number in between. x be the number in between, then *expression 4. Given any real number, there is a real number that is greater 5. The cube root of any negative real number is negative

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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SPEAKING MATHEMATICALLY
2.1 Variables
Using variable or variables, rewrite the following given statement into mathematical expressions.
Given Statement
Answer
1. (Yes or None) Is there a real number
whose square is -1?
Hint: Let x be an integer, then *equation*
(ALWAYS FOLLOW the Let-theN
structure, do not change the variable x)
2. An integer that has a remainder of 2 when
it is divided by 5.
Hint: Let a and b be two real numbers and
3. Given any two real numbers, there is a real x be the number in between, then
number in between.
*expression*
4. Given any real number, there is a real
number that is greater
5. The cube root of any negative real number
is negative
Transcribed Image Text:SPEAKING MATHEMATICALLY 2.1 Variables Using variable or variables, rewrite the following given statement into mathematical expressions. Given Statement Answer 1. (Yes or None) Is there a real number whose square is -1? Hint: Let x be an integer, then *equation* (ALWAYS FOLLOW the Let-theN structure, do not change the variable x) 2. An integer that has a remainder of 2 when it is divided by 5. Hint: Let a and b be two real numbers and 3. Given any two real numbers, there is a real x be the number in between, then number in between. *expression* 4. Given any real number, there is a real number that is greater 5. The cube root of any negative real number is negative
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