Check if -5/7lies between -8/5and3/2 nalheriten1I2022/06/narzo Shot by Pushpendra tiwarSmart Math1.Do allA.What is the additive inverse of2. What is the multiplicative inverse of -1?3. What is the reciprocal of4. The product of a rational5.-8.219What is the product of 0 and136. What is the value of 0 + 5,63.8_?-11number and its reciprocal is.......Hots1. Find: ()+(x)--)97. What you get when you subtract 0 from238. Give examples of rational numbers which are their own reciprocals.2. Multiply the reciprocal of-5Check if lies between(+3)HOD-85andPage No-ugSmart(1-3).by the additive inverse of

Given Data: To check -57 in range -85,32

Answered: Check if -5/7lies between -8/5and3/2

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter1: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 16RE

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Similar questions

ZSimplify: (b6b11)2
To host an event at a popular convention center, it costs $250 plus $10 per person attending. Step 3 of 3 : Determine which values of the variable will make the rational expression from Step 1 undefined.
A fraction becomes (4/5) if 1 is added to both the numerator and denominator . if how ever, 5 is subtracted from both numerator and denominator , the fraction becomes (1/2). what is the fraction?
Explain to a fellow student when you would use the LCMmethod to add two rational expressions. Give two examplesof adding two rational expressions: one in which you use theLCM and the other in which you do not.
A rational expression whose numerator or denominator or both contain rational expressions is called a/an_________ rational expression or a/an fraction___________.
A collector purchased a rare coin for $100. After the purchase, the coin’s value increased by 10.25% per year for the first x years and 5% per year for the next y years. The expression 1.1025 x ⋅ 1.05y when multiplied by 100, reveals the value of the coin, in dollars, (x+y) years after the coin was purchased. The collector simplified the expression to 1.05x+2y, but he made a mistake. How can the collector correct his mistake? The base of the simplified expression should be (1.05, 1.1025), and the exponent should be (2xy, x+y, x+2y, 2x+y, 2x+2y). choose one for each
rationalize the denominator of y/√3+√y
The character in our video multiplied the original value for black paint by 5 to get the new value for black paint. So, she also multiplied the original value for green paint by 5 to get the new value for green paint. There are multiplicative relationships, relationships related to multiplication, in a ratio table. To get from values for green and black in one ratio to values for green and black in another ratio, we can multiply both the initial values by the same number. For example, to get from the ratio 3:2 to the ratio 6:4, we multiply both the 3 and 2 by 2. And to get from the ratio 3:2 to the ratio 15:10, we multiply both the 3 and 2 by 5. Sometimes, there are also relationships related to addition, called additive relationships, in a ratio table. To get from one value for green to another value for green, we can add 3. To get from one value for black to another value for black, we can add 2. When using the multiplicative relationship to find equivalent ratios, we can multiply…
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How to simplify this without using fractions in the power? We didn't learn how to rationalize with fractions in our school.

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