Algebra Question with answer Practice Question and Answer
8 4 Q:
6409cd1d36c856ead79cb784 4 Q:
6466094b650f68f33be6bd42 Answer : 4. "
4 Q:
64b90c7523047f4c71cdc3a6 4 Q:
6466088c0e79a6cedff9fa02 4 Q:
6409cdffdf653d9ac22bc8b7 4 Q:
64660ac60827e80a9f9a8cfd 4 Q:
64660b23cdae930acb8405d5 4 Q:
6433c32edcb650c145882570
Q: If x = 19 and y = 18, then the value of $$ {{x^2}+{y^2}+{xy}}\over x^3-y3 $$ is
618 06409cd1d36c856ead79cb784
6409cd1d36c856ead79cb784- 11true
- 237false
- 3324false
- 4361false
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Answer : 1. "1 "
Q: The HCF of x8 – 1 and x4 + 2x3 – 2x – 1 is :
613 06466094b650f68f33be6bd42
6466094b650f68f33be6bd42- 1false
x2 + 1
- 2false
x2 – 1
- 3false
x + 1
- 4true
x – 1
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Answer : 4. "x – 1
"
Q: If 27(x+y)3 – 8(x-y)3=(x+5y)(Ax2+By2+Cxy), then what is the value of (A+B-C)?
613 064b90c7523047f4c71cdc3a6
64b90c7523047f4c71cdc3a6- 118false
- 216true
- 313false
- 411false
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Answer : 2. "16"
Q: If x = 2 then the value of x3 + 27x2 + 243x + 631 is
610 06466088c0e79a6cedff9fa02
6466088c0e79a6cedff9fa02- 11233true
- 21211false
- 31231false
- 41321false
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Answer : 1. "1233 "
Q: If x = – 1, then the value of $$ {1\over x^{99}}+{1\over x^{98}}+{1\over x^{97}}+{1\over x^{96}}+{1\over x^{95}}+{1\over x^{94}}+x $$ is
607 06409cdffdf653d9ac22bc8b7
6409cdffdf653d9ac22bc8b7- 11false
- 20false
- 3–2true
- 4–1false
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Answer : 3. "–2 "
Q: $$4a-{4\over a}+3=0$$ then the value of : $$ a^3-{1\over a^3}+3=?$$
607 064660ac60827e80a9f9a8cfd
64660ac60827e80a9f9a8cfd- 1$$3\over 16$$false
- 2$$7\over 16$$false
- 3$$21\over 24$$true
- 4$$21\over 16$$false
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Answer : 3. " $$21\over 24$$"
Q: If a + b – c = 0 then the value of 2b2c2 + 2c2a2 + 2a2b2 –a4 – b4 – c4
605 064660b23cdae930acb8405d5
64660b23cdae930acb8405d5- 17false
- 20true
- 314false
- 428false
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Answer : 2. "0"
Q: If $$P_1$$, $$P_2$$, and $$P_3$$ are three distinct prime numbers, then what is the least common multiple of $$P_1$$, $$P_2$$, and $$P_3$$?
603 16433c32edcb650c145882570
6433c32edcb650c145882570- 1$$P_1$$false
- 2$$P_1 × P_2 × P_3$$true
- 3$$P_2 × P_3$$false
- 4$$P_1 + P_2 + P_3$$false
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Answer : 2. "$$P_1 × P_2 × P_3$$"
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