" Represent "(-2)/(11),(-5)/(11),(-9)/(11)" on the number line."

Represent (i) (8)/(5) and (ii) -(11)/(7) on the number line.

Represent (11)/(4) on the number line.

If a line has direction-cosines lt (-9)/(11), (6)/(11), (-2)/(11)gt , then what are its direction-ratios?

Compute: 11+3 on number line

Represent 11/4 and -11/4 on the number line.

Compute on number line 11+3

(-11)^5xx(-11)^2

Arrange in ascending order: (9)/(11),(2)/(11),(7)/(11),(5)/(11) .

The smallest of the fractions (6)/(11), (7)/(11), (8)/(11), (9)/(11) is

Fill in the blank: (-8)/11 lies on the __ side of (-17)/11 on a number line.