Ana has 7 2⁄9 cups of butter. Out of which she has used 2 1⁄3 cups of butter for biscuits and 2 2⁄6 cups for cakes. The total butter Ana has now is

The square root of 11 in decimal representation is

If 4⁄12 is divided by 3⁄6 then the remainder will be

Considering recurring decimals, the fraction 10⁄3 can be expressed as

On solving the following rational number 6.8² − 3.4² + 2.1³ ⁄ 0.5³ + 1.7320, the answer will be

The answer of [2⁄4 + 4⁄6 −3⁄8] ⁄ [1⁄4 − 9⁄16]

On subtracting the following rational numbers 6⁄9, 8⁄12 and 7⁄15, the answer will be

By evaluating the following 3⁄7 x [ 2 1⁄4 + 3 1⁄6 ] the answer is

Mary has sold 4 8⁄12 liters of soft drink on Monday, 3 6⁄14 liters of soft drink on Tuesday and 5 4⁄6 liters on Wednesday. The number of liters she has sold in total are

In decimals, the cubic root of 9 is

By solving the 1⁄2 x (3 2⁄3 ⁄ 4 1⁄6), the answer is

The product of 2 2⁄8 and 3 4⁄6 is

By solving the 3 2⁄5 ⁄ 7 5⁄4, the answer is

The ascending order of the following rational numbers 3⁄6, 2⁄8 and 4⁄9 is

By solving the following 3⁄6 ⁄ (−2⁄3 x −4⁄12) x −5 6⁄12, the answer is

Out of the following fractions 3 1⁄3, 6 2⁄3 1⁄3 and 1⁄2 the fraction which can be expressed as non−recurring decimals is

The answer of following rational number (2.5)² ⁄ (1 − 0.6) ² is

The answer of −2⁄4 + 3⁄2 x [ 3⁄6 ⁄ 1⁄4 ] − 4⁄8 is

The descending order of the following rational numbers 8⁄20, 10⁄18 and 9⁄12 is

Out of the following rational numbers 6⁄10, 4⁄15, 8⁄11 and 3⁄4, the smallest rational number is