1 |
The points (x, y) which satisfy a linear inequality in two variables x and y from its |
domain
range
solution
none of these
|
2 |
1 radian = ______ |
180°
90°
57.296°
60°
|
3 |
150°= ______ |
|
4 |
x = ________ is in the solution of 2x - 5 > 0 |
0
2
-2
3
|
5 |
x = ________ is in the solution of 2x - 3 < 0 |
2
-2
3
4
|
6 |
x = ________ is in the solution of 2x + 3 > 0 |
1
-2
-3
-4
|
7 |
22.5°=______ |
|
8 |
|
30°
45°
60°
120°
|
9 |
120°=______ |
|
10 |
60° = ______ |
|
11 |
45° = ______ |
|
12 |
30° = ______ |
|
13 |
x = _________ is in the solution of 2x + 3 < 0 |
0
2
-1
-2
|
14 |
x = -1 is in the solution of the inequality |
x + 5 < 0
2x + 3 <u><</u> 0
x > 0
2x + 3 > 0
|
15 |
A right angle is the angle of measure |
90'
60°
60"
90°
|
16 |
x = 1 is in the solution of the inequality |
x + 1 > 0
x - 2 > 0
3x - 1 < 0
x + 2 < 0
|
17 |
The 60th part of one minute is called |
Degree
Second
Radiam
None of these
|
18 |
Three right angles is the angle of measure |
270°
180°
90°
270'
|
19 |
The measure of the angle subtended at the centre of the circle by an arc, whose length is equal to the radius of the circle is |
1<sup>0</sup>
1'
1"
1 rad
|
20 |
If the circumference of a circle is divided into 360 congruent parts, the angle subtended by one part at the centre of the circle is |
1<sup>0</sup>
1'
1"
1 rad
|
21 |
|
360°
180°
90°
None of these
|
22 |
10= ______ |
1.5 rad
0.5 rad
0.175 rad
None of these
|
23 |
10= ______ |
|
24 |
x = 0 is in the solution of the inequality |
x > 0
3x + 4 < 0
x + 3 < 0
x - 2 < 0
|
25 |
The real numbers which satisfy an inequality form its |
solution
coefficient
domain
range
|
26 |
10= ______ |
360'
60"
60'
3600'
|
27 |
ax + by < c is linear inequality in |
four variables
three variables
two variables
one variable
|
28 |
One second is denoted by |
1<sup>0</sup>
1'
1"
1 rad
|
29 |
One minute is denoted by |
1<sup>0</sup>
1'
1"
None of these
|
30 |
2x + 3y > 4 is a linear inequality in |
one variable
two variables
three variables
none of these
|