Simplification Practice Question and Answer
8 4 Q:
610c6686a0824f7eeb5d3f98 4 Q:
5ef0288181a47f2e7ae3d284 4 Q:
5ef0252b81a47f2e7ae3cb10 4 Q:
600a9f7a1187ab38691ed894 4 Q:
638dc98f9ebad6607b9820e3 4 Q:
60f9306716158a5eedaeb9ec 4 Q:
5ef029347cd71c794468edab 4 Q:
5eeb6cc513d72d584fb5a259
Q: Find the value of $$ {5^{1\over2}-[3^{1\over4}+6-4÷2]}$$
844 0610c6686a0824f7eeb5d3f98
610c6686a0824f7eeb5d3f98- 1$$ {-5\over 4}$$false
- 2$$ {5\over 4}$$false
- 3$$ {7\over 4}$$false
- 4$$ -{7\over 4}$$true
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Answer : 4. "$$ -{7\over 4}$$"
Q: The largest number of five digits, which is a perfect square is
840 05ef0288181a47f2e7ae3d284
5ef0288181a47f2e7ae3d284- 199999false
- 299856true
- 399976false
- 499764false
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Answer : 2. "99856 "
Q: The least number, by which 1944 must be multiplied so as to make the result a perfect cube is
839 05ef0252b81a47f2e7ae3cb10
5ef0252b81a47f2e7ae3cb10- 16false
- 22false
- 313false
- 43true
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Answer : 4. "3 "
Q: In a group of 15 women, 7 have nose studs, 8 have ear rings and 3 have neither. How many of these have both nose studs and ear rings?
834 0600a9f7a1187ab38691ed894
600a9f7a1187ab38691ed894- 10false
- 22false
- 37false
- 43true
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Answer : 4. "3"
Q: The square root of a positive number less than 100 lies between
834 0638dc98f9ebad6607b9820e3
638dc98f9ebad6607b9820e3- 10 and 1000false
- 20 and 10false
- 3-10 and 10true
- 4-100 and 100false
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Answer : 3. "-10 and 10"
Q: 2x + 4y – 8xy -1 =?
827 060f9306716158a5eedaeb9ec
60f9306716158a5eedaeb9ec- 1( 1 + 4y) (2x – 1 )false
- 2(1 – 4y) (2x – 1 )true
- 3( 1 – 4y ) (2x +1)false
- 4None of thesefalse
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Answer : 2. "(1 – 4y) (2x – 1 )"
Q: The smallest number that must be subtracted from 1000 to make the resulting number a perfect square is
818 05ef029347cd71c794468edab
5ef029347cd71c794468edab- 139true
- 240false
- 337false
- 438false
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Answer : 1. " 39 "
Q: Evaluate: $$ {9।3-5।-5।-5।4।÷10\over-3(5)-2×4÷2}$$
817 05eeb6cc513d72d584fb5a259
5eeb6cc513d72d584fb5a259- 1$$-{16\over 19}$$true
- 2$${4\over 7}$$false
- 3$$9\over 10$$false
- 4$$-{8\over 17}$$false
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Answer : 1. "$$-{16\over 19}$$"
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