Equation Practice Question and Answer
8 4 Q:
60c08c852aecd10d8a07ad2d 5 Q:
5fd323e1956cb668fbdd677e 5 Q:
5fd32445c46a213fc5c45084 5 Q:
5fd326a2d82ef86315b6ed85 5 Q:
5fd3270cd82ef86315b6ed9d 4 Q:
5f76e68e6cd8be7b4dba9fc7 4 Q:
5f7597204637db73283e0c29 4 Q:
5f7596da4637db73283e078d
Q: The value of 64 ÷ 2 ×(9÷3) ×3÷9-32 is:
1135 060c08c852aecd10d8a07ad2d
60c08c852aecd10d8a07ad2d- 11false
- 20true
- 3-2false
- 42false
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Answer : 2. "0"
Q: Direction: Equation number I and II are given. You have to solve both the question and answer.
$$ {I.x^{2}={144}}$$
$$ {II.y^{2}-24y+144=0}$$
807 05fd323e1956cb668fbdd677e
5fd323e1956cb668fbdd677e$$ {I.x^{2}={144}}$$
$$ {II.y^{2}-24y+144=0}$$
- 1x ≤ ytrue
- 2x ≥ yfalse
- 3Relation between x and y cannot be determinedfalse
- 4x ˂ yfalse
- 5x > yfalse
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Answer : 1. "x ≤ y"
Q: $$ {I.2x^{2}-{9x}+10=0}$$
$$ {II.2y^{2}-13y+20=0}$$
892 05fd32445c46a213fc5c45084
5fd32445c46a213fc5c45084$$ {II.2y^{2}-13y+20=0}$$
- 1x≤ytrue
- 2x≥yfalse
- 3Relation between x and y cannot be determinedfalse
- 4x ˂ yfalse
- 5x ˃yfalse
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Answer : 1. "x≤y"
Q: $${I. \sqrt{200x}+\sqrt{102}=0}$$
$${II.\sqrt{160y}+\sqrt{200}=0}$$
1046 05fd326a2d82ef86315b6ed85
5fd326a2d82ef86315b6ed85$${II.\sqrt{160y}+\sqrt{200}=0}$$
- 1x ˃ytrue
- 2x ≥ yfalse
- 3x ˂ yfalse
- 4x ≤ yfalse
- 5x = y या संबंध स्थापित नहीं किया जा सकता हैfalse
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Answer : 1. "x ˃y"
Q: $${I.{(13)^{2}}-14+28=x}$$
$${II.{(16)^{2}}-8×7=y}$$
921 05fd3270cd82ef86315b6ed9d
5fd3270cd82ef86315b6ed9d$${II.{(16)^{2}}-8×7=y}$$
- 1x ˃ yfalse
- 2x ≥ yfalse
- 3x ˂ ytrue
- 4x ≤ yfalse
- 5x=y or the relationship cannot be establishedfalse
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Answer : 3. "x ˂ y"
Q: Which of the following is linear equation.
939 05f76e68e6cd8be7b4dba9fc7
5f76e68e6cd8be7b4dba9fc7- 114 – x =8true
- 2false
- 3false
- 4false
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Answer : 1. "14 – x =8"
Q: 13x -14= 9x+10 what is the value of x ?
1034 05f7597204637db73283e0c29
5f7597204637db73283e0c29- 16true
- 22false
- 31false
- 43false
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Answer : 1. "6"
Q: Factor of
942 05f7596da4637db73283e078d
5f7596da4637db73283e078d- 1(a-1)(b-1)true
- 2(a+1)(b-1)false
- 3(a-1)(b+1)false
- 4(a+b)(b-1)false
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- SingleChoice