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(6)/(13)" and "(-9)/(13)...

(6)/(13)" and "(-9)/(13)

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Insert 10 rational numbers between -(3)/(13) and (9)/(13)

Insert 100 rational numbers between (-3)/(13) and (9)/(13)

Add the rational number : 6/(13)\ a n d\ (-9)/(13)

Add the following rational numbers: (i) (-8)/(11)\ a n d(-4)/(11) (ii) 6/(13)\ a n d\ (-9)/(13)

Add the following rational numbers: (-8)/(11)\ a n d(-4)/(11) (ii) 6/(13)\ a n d\ (-9)/(13)

Insert 100 rational numbers between -(3)/(13) and ^(2)9/13.

Let P(A)=7/(13), P(B)=9/(13) and P(AnnB)=4/(13) . Then P( A //B)= 5//9 b. 4//9 c. 4//13 d. 6//13

Let P(A)=7/(13), P(B)=9/(13) and P(AnnB)=4/(13) . Then P( A //B)= 5//9 b. 4//9 c. 4//13 d. 6//13

sqrt((0.361)/(0.00169))=?(1.9)/(13) (b) (19)/(13)(c)(1.9)/(130) (d) (190)/(13)

Represent -(2)/(13),(5)/(13),(-9)/(13) on the number line.