- Communication Ability-6
- Communication Ability-5
- Communication Ability-4
- Communication Ability-3
- Communication Ability-2
- Communication Ability-1
- Statistical Ability-1
- Algebraic and Geometrical Ability-3
- Algebraic and Geometrical Ability-2
- Algebraic and Geometrical Ability-1
- Date and Time Arrangement Problems-2
- Date and Time Arrangement Problems-1
- Coding and Decoding-2
- Coding and Decoding-1
- Series-2
- Series-1
- Odd Things Out-2
- Odd Things Out-1
- Analogy-2
- Arithmetic Ability-3
- Arithmetic Ability-2
- Data Analysis-2
- Data Sufficiency-3
- Data Sufficiency-2
- Analogy-1
- Arithmetic Ability-1
- Data Analysis-1
- Data Sufficiency-1
Question: 1
Equation of the line passing through P(5, -12) and making equal intercepts on axes is
P(5, -12) అనే బిందువు గుండా పోతూ అక్షాల మీద సమాన అంతర ఖండాలు చేయు సరళరేఖ సమీకరణం
x-y-17=0
x+y+17=0
x+y+7=0
x+y-17=0
Answer: 3
x+y+7=0
Question: 2
If a and b are X and Y -intercepts of the line 3x + 4y – 12 = 0 respectively, then =
3.x + 4y – 12 = 0 సరళరేఖ యొక్క X, Y అంతర ఖండాలు వరుసగా a, b లు అయితే =
13
26
25
18
Answer: 3
25
Question: 3
If the Y-intercept made by the line 5x + 3y-k=0 is -6 then k=
5x + 3y – k = 0 అనే సరళరేఖ Y -అక్షం పై చేయు అంతరఖండం – 6 అయిన k=
-18
-15
-12
-21
Answer: 1
-18
Question: 4
The equation of the straight line passing through the points O(0, 0) and A(2, 5) is
O(0, 0), A(2, 5) అనే బిందువుల గుండా పోవు సరళరేఖా సమీకరణం
2x=5y
2y=5x
3x=5y
3y=5x
Answer: 2
2y=5x
Question: 5
The equation of straight line passing through origin making angle 60° with positive direction of X-axis is
X-అక్షం ధనాత్మక దిశతో 60° కోణం చేస్తూ మూల బిందువు గుండా పోయే సరళరేఖా సమీకరణం
x-√3y=0
√3x-y=0
y=3x
x=3y
Answer: 2
√3x-y=0