Question

MAY I HAVE HELP?
Find a rational number and an irrational number that are between 9.5 and 9.7. Include the decimal approximation of the irrational number to the nearest hundredth.

Answer 1

@misty1212 @pooja195 @help_people @Diamond_Swag11 @sweetburger @HelpOfTheGods @Sup??? @FlordiaSno @Donblue @Destinyyyy @Awolflover1 @eswinterfield @desuoverlord @gknight @geekfromthefutur @CLOBBER02 @audiiii @HazelLuv99 @Wolverine32 @whydoihavetosignup1 @whpalmer4 @Wxlfz @WingedArtist @raiders88 @Rhystic @ryamorgan284 @rvc @TheSmartOne @timo619 @Thatkid_marc @TylerMJ325 @Tigergirl101 @yanick @yomamabf @unicwaan @urbanmorgans @pooja195 @perl @Phebe @phfrye12 @pastahorse @parish7 @Xaze @ZDoubleM @chris215 @Caveman6264 @Caveman6264 @cadeneveah11 @Valpey @Victoria*Mendes @BlossomCake @barbdewysveck1 @billyjean @billyjean @bigboy229 @Blosson505 @Blosson505 @Babii_Angel @Nnesha @nincompoop @Nayef @Nixy @neelamali20 @NeedMath

Answer 2

you were told once before to stop spamming already

Answer 3

sorry I have two things open

Answer 4

Hello, I see you have tagged lots of people. That's mass tagging, and against the rules, so only tag a few people at a time next time :)

Answer 5

Also, I can help.

Answer 6

here's how you can find an infinite amount of irrational numbers between them...
square on of the numbers...
(9.5)² = 90.25
now add a decimal to it, like 0.1...
(we're adding because we started from the smaller number)
90.35
√90.35
≈ 9.50526170076...
≈ 9.51 (to the nearest hundredth)

Note: we're using the fact that the square root of anything that isn't a perfect square is irrational. so, as long as the decimal that you're adding to the square (or subtracting from the larger amount squared) does not combine to give a perfect square, then you're ok)