Question 1 :
The signs of the coordinates of a point in the third quadrant are ______________

Question 3 :
If the point $P$ lies on the line $y = 7$ and has its abscissa equal to $-2$, then its coordinates are ______

Question 4 :
An angle which measures more than$\displaystyle 0^{0}$ and less than $\displaystyle 90^{0}$is called-

Question 5 :
A pair of angles with a common vertex and common arm are called

Question 6 :
If two straight lines intersect the measures of the vertically opposite angles are ____

Question 7 :
For what value of $c$, the linear equation $2x + cy = 8$ has equal values of $x$ and $y$ for its solution.<br/>

Question 8 :
Solve 9x - 4y = 8 &amp; 13x + 7y = 101

Question 10 :
Nadim is hosting a party and is hiring a catering company to make and serve the food. The caterer charges a flat fee for serving the food plus a per person rate for the meals. If the equation used to calculate the total cost of Nadim's party is $\displaystyle y=11x+300$, then which of the following most likely represents the number of people attending the party

Question 13 :
The value of $\dfrac { { 2 }^{ m+3 }\times { 3 }^{ 2m-n }\times { 5 }^{ m+n+3 }\times { 6 }^{ n+1 } }{ { 6 }^{ m+1 }\times { 10 }^{ n+3 }\times { 15 }^{ m } }$ is equal to

Question 14 :
Solve the following using Product Law of Exponents:<br/>${ v }^{ 2 }{ \times v }^{ 6 }{ \times v }^{ 7 }\times w\times { w }^{ 5 }$<br/>

Question 18 :
Can $6$ cm, $5$ cm and $3$ cm form a triangle?

Question 19 :
If A is the area of a triangle in em", whose sides are 9 em, 10 cm and 11 em, then which one of the following is correct?

Question 20 :
Which of the following statements is true, if $\displaystyle \Delta PQR\cong \Delta LMN$?<br/>

Question 21 :
If $\Delta ABC$ is congruent to $\Delta DEF$ by SSS congruence rule, then :<br>

Question 22 :
Sum of two sides of a triangle is greater than or equal to the third side.

Question 23 :
The construction of a triangle $ABC$, given that $BC =$ $6$ cm, $B =$ $45 ^{\circ}$ is not possible when difference of $AB$ and $AC$ is equal to:<br/>

Question 24 :
The area of the largest triangle that can be inscribed in a semi circle whose radius is r cm is

Question 25 :
If every side of a triangle is doubled, then the area of the new triangle is 'K' times the area of the old one. The value of K is<br>

Question 26 :
If s is the semi-perimeter of a $\Delta A B C$ whose sides are a,b,c then s=.............?<br><br>

Question 27 :
The average age of 3 friends is 23. Even if the age of the 4th friend is added, the average remains 23. What is the age of the 4th friend?

Question 28 :
The average marks, in a class of $30$ students, are found to be $45$. On checking two mistakes were found. After correction, if one student got $45$ &#160;marks more and another students got &#160;$15$ marks less, then the correct average marks are

Question 29 :
The mean weight per teacher in a group of $ 7$ teachers is $ 55$ kg. The individual weights of $ 6 $ of them are $52$ kg,$ 58$ kg,$ 55 $kg,$ 53$ kg, $56$ kg and $54$ kg, the weight of the other teacher is$ x$ kg, then the value of &#160;$x$ is<br/>