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Answer of 4² + 8² −3² ⁄ 7 − 9 is
(−15.5)
(−25.5)
(−35.5)
(−19.5)
Answer of 2⁄7 x [−3⁄6 + 1⁄3 −7⁄12] is
(−1⁄8)
(−3⁄14)
(−3⁄8)
(−8⁄17)
Answer of −2⁄4 + 3⁄2 x [ 3⁄6 ⁄ 1⁄4 ] − 4⁄8 is
1 1/2
3 1/7
2 1/2
3 1/2
Square root of 11 in decimal representation is
2.316
3.316
4.316
5.316
Ana has 7 2⁄9 cups ofbutter.
Out of which she has used 2 1⁄3 cups of butter for biscuits and 2 2⁄6 cups forcakes.
total butter Ana has now is
3 5⁄9 cups
1 5⁄9 cups
4 5⁄9 cups
2 5⁄9 cups
Sum of 2⁄6, 4⁄8 and 5⁄10 is
1 1/3
4 1/3
2 1/3
3 1/3
Ana has bought 12 3⁄6 kg offlour.
Mary has bought 14 2⁄8 kg of flour and Kristina has bought 11 8⁄12 kg offlour.
one who has bought more flour is
Kristina
Ana & Mary both
Ana
Mary
Answer of 1⁄3 x 8² + 2² is
7.1667
5.1667
4.1667
6.1667
Product of 2 2⁄8 and 3 4⁄6 is
5 1/4
7 1/4
3 1/4
8 1/4
Answer of following rational number
(2.5)² ⁄
(1 − 0.6) ² is
15.06
29.06
35.06
39.06
By solving following 3⁄6 ⁄ (−2⁄3 x −4⁄12) x −5 6⁄12, answer is
3 1/4
7 1/4
5 1/4
By solving 1⁄2 x
(3 2⁄3 ⁄ 4 1⁄6), answer is
Michael bought 4 2⁄4 kg of rice and John borrowed 2 2⁄6 kg of rice fromhim.
rice (in kgs) Michael have now is
5 1/6
2 1/6
3 1/6
4 1/6
By evaluating following rational number 2⁄8 − 8⁄12 ⁄ (−4⁄6), answer is
3/8
5/8
7/8
1/8
Out of following rational numbers 3⁄5, 3⁄4, 1 4⁄5 and 2⁄3, fraction which can be expressed in recurring decimals is
3/5
3/4
1 4/5
2/3
Descending order of following rational numbers 8⁄20, 10⁄18 and 9⁄12 is
9⁄12, 10⁄18, 8⁄20
9⁄12, 8⁄20, 10⁄18
10⁄18, 8⁄20, 9⁄12
8⁄20, 9⁄12, 10⁄18
Considering recurring decimals, fraction 20⁄3 can be expressed as
9.88
7.77
6.66
3.66
In decimals, cubic root of 9 is
3.08
6.7
4.5
2.08
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 onWednesday.
number of liters she has sold in total are
17 16/21
15 16/21
14 16/21
13 16/21
By evaluating following 3⁄7 x [ 2 1⁄4 + 3 1⁄6 ] answer is
1
2
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