Algebra Practice Question and Answer
8 4 Q:
64660ac60827e80a9f9a8cfd 4 Q:
64be67cb2d3130f5754eb8ca 4 Q:
6409cf3086fd4161467df084 4 Q:
648af395b50f5316a463679c 4 Q:
64660b23cdae930acb8405d5 4 Q:
64479518cd6ea382cf821012 Answer : 3. "
4 Q:
6409cd1d36c856ead79cb784 4 Q:
63861340a72dd915f318247d
Q: $$4a-{4\over a}+3=0$$ then the value of : $$ a^3-{1\over a^3}+3=?$$
1181 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 (10 a3+4b3):(11a3-15b3)=7:5, then (3a+5b):(9a-2b)=?
1180 064be67cb2d3130f5754eb8ca
64be67cb2d3130f5754eb8ca- 110:13true
- 28:7false
- 35:4false
- 43:2false
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Answer : 1. "10:13"
Q: If p, q, r are all real numbers, then (p – q)3 + (q – r)3 + (r – p)3 is equal to
1178 06409cf3086fd4161467df084
6409cf3086fd4161467df084- 1(p – q) (q – r) (r – p)false
- 23(p – q) (q – r) (r – p)true
- 30false
- 41false
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Answer : 2. "3(p – q) (q – r) (r – p) "
Q: Simplify the following expression.
$${\left({375+125} \right)^2-\left({125-375} \right)^2}\over 375×375-125×125$$
1177 0648af395b50f5316a463679c
648af395b50f5316a463679c- 1$$15\over 8$$false
- 2$$3\over 2$$true
- 3$$27\over 28$$false
- 4$$3\over 4$$false
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Answer : 2. "$$3\over 2$$"
Q: If a + b – c = 0 then the value of 2b2c2 + 2c2a2 + 2a2b2 –a4 – b4 – c4
1177 064660b23cdae930acb8405d5
64660b23cdae930acb8405d5- 17false
- 20true
- 314false
- 428false
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Answer : 2. "0"
Q: What is the product of (x + a) and (x + b)?
1172 064479518cd6ea382cf821012
64479518cd6ea382cf821012- 1x2+(a-b)x+abfalse
- 2false
x2+(a-b)x-ab
- 3true
x2+(a+b)x+ab
- 4false
x2+(a+b)x-ab
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Answer : 3. "x2+(a+b)x+ab
"
Q: If x = 19 and y = 18, then the value of $$ {{x^2}+{y^2}+{xy}}\over x^3-y3 $$ is
1166 06409cd1d36c856ead79cb784
6409cd1d36c856ead79cb784- 11true
- 237false
- 3324false
- 4361false
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Answer : 1. "1 "
Q: A complete factorization of x4+64 is
1165 063861340a72dd915f318247d
63861340a72dd915f318247d- 1$$\left(x^2+8 \right)^2 \ $$false
- 2$$\left(x^2+8 \right) \ (x^2-8)$$false
- 3$$\left(x^2-4x+8 \right) \ (x^2-4x-8)$$false
- 4$$\left(x^2+4x+8 \right) \ (x^2-4x+8)$$true
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Answer : 4. "$$\left(x^2+4x+8 \right) \ (x^2-4x+8)$$"
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