Is square root of seventy-one rational or irrational? Explain your reasoning
Please help me need to pass an Exam anyone with the best answer will get a medal.
so does that mean its irrational?
rational - can be expressed as a fraction irrational - CAN'T be expressed as a fraction .142857142857142857... IS a rational number It CAN be shown as a fraction = 1/7 square root of 71 CANNOT be shown as a fraction square root of 71 = 8.42614977317636 MOST square roots CANNOT be expressed as a fraction
Square root of 71 IS IRRATIONAL :-)
thanks hey I have another question for you .
Okay - go ahead
Do the points the coordinate pairs two comma eight, eight comma eight, eight comma zero, and two comma zero represent the vertices of a square or a rectangle? Explain.
HELP ME OUT ANYONE PLEASE!!!!
The four points (2,8) (8,8) (8,0) (2,0) form a (6 x 8( width by height) rectangle
Sorry for the delay L1yah - I had to retype the 4 co-ordinates and make a graphic. :-)
its ok thanks for the help .
okay glad I could help out
hey I have another question out if you can find it and help out that would be very nice of you thanks for everything though.
go ahead
Which statement is true? square root of five is less than 2 8 is greater than square root of sixty-seven 9 is less than square root of ninety square root of seven is greater than 3
sqrt (5) = 2.2360679775 sq root(67) = 8.1853527719 sq root (90) = 9.4868329805 sq root (7) = 2.6457513111 It seems that 9 is less than square root of ninety is true
thanks hey not be a problem or anything but I have two more problems
Might as well
Match the vertices of each triangle with its classification. Match Term Definition (1, -2), (3, 3), (5, -2) A) right scalene (3, -2), (1, -2), (-2, 0) B) right isosceles (-4, 2), (-4, 6), (0, 2) C) acute isosceles (3, 5), (5, 1), (3, 1) D) obtuse scalene
Hey are you their????????
Yes I'm still here (working on your ONE problem) - there's another problem after this right?
That problem is worded VERY badly. (I think you can match the multiple choice letters to the triangle coordinates correct?)
It would be a LOT easier if the triangles were numbered (1 through 4) and then you had to match those to the letters (A through D).
Here are the triangles matched up by coordinates to letter.
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