Type Here to Get Search Results !

POLYCET,TGRJC MATHS PREVIOUS MCQ TEST-2

How to Attempt the MCQ Test

  • Choose one option from the given 4 alternative options.
  • Your chosen option will appear in grey color.
  • After attempting all the questions, click the Submit button.
  • Correct answers will be shown in green color.
  • Wrong answers will be shown in red color.
  • Your score will be displayed after submission.
  • Every correct answer gives 1 mark.
  • Every wrong answer deducts 1/4 mark from your total score.
1/10
If P=2×4×6×...×20 and Q=1×3×5×....×19 then HCF of P and Q is
1)\(3^3.5.7\)
2)\( 3^4.5\)
3)\(3^4.5^2.7 \)
4)\(3^3.5^2 \)
2/10
If \( log{x^2y^2}=a \) and \( log \frac{x}{y}=b\) then \( \frac{logx}{logy}=\)
1)\( \frac{a-3b}{a+2b} \)
2)\( \frac{a+3b}{a-2b} \)
3)\( \frac{a+2b}{a-2b} \)
4)\(\frac{a-2b}{a+3b} \)
3/10
Which of the following is true If A={1,2,{3,4},5} ?
1) {3,4} \( \in A \)
2)n(A)=5
3)3\( \in \) A
4){5} \( \in \) A
4/10
If n(A)=15 , n(B)=13 and \(n(A \cap B)\)=10 then \( n[(A \cup B)-(A \cap B)]=\)
1)18
2)12
3)10
4)8
5/10
If one of the zeroes of \( x^3+ax^2+bx+c=0 \) is -1 then the product of other two zeroes may be
1)b-a+1
2)b-a-1
3)a-b+1
4)a-b-1
6/10
For what value of k do the equations 3(k-1)x+4y=24 and 15x+20y=8(k+13) have infinite solutions
1)1
2)2
3)3
4)4
7/10
Value of x from the equation \( 2^{x+y}=2^{x-y}= \sqrt{32} \)
1)\( 0 \)
2)\( \frac{5}{2} \)
3)\( \frac{1}{2} \)
4)\( \frac{3}{4} \)
8/10
If \( x=2sin^2 \theta \) and y=\( 2cos^2 \theta +1\) then which of the following is true
1) \(x-y=1 \)
2) \( x+y=2 \)
3)\( x+y=3 \)
4)\( x^2+y^2=3 \)
9/10
If \( cos\alpha=\frac{1}{2} \) and \( sin \beta=\frac{1}{2} \) then the value of \( \ \alpha+\beta= \)
where \( 0^\circ \leq \alpha \leq 90^\circ \) ,\( 0^\circ \leq \beta \leq 90^\circ \)
1)\( 60^\circ \)
2)\( 90^\circ \)
3) \( 45^\circ \)
4)\( 30^\circ \)
10/10
Find the quadratic equation,if \( x= \sqrt {5+\sqrt{5+\sqrt{5+....\infty}}} \)
1)\(x^2-x-5=0\)
2)\(x^2+x-5=0\)
3)\(x^2-x+5=0\)
4)\(x^2+x+6=0\)

Post a Comment

0 Comments
* Please Don't Spam Here. All the Comments are Reviewed by Admin.