ICSE Class 10 Geometry MCQ New Pattern
ICSE Class 10 Geometry MCQ By Clarify Knowledge

ICSE Class 10 Geometry MCQ Table
- ICSE Class 10 Geometry MCQ New Pattern
- ICSE Class 10 Geometry MCQ Table
- OUR EBOOKS CAN HELP YOU ICSE CLASS 10 BOARD
- CODE IS EASY CAN HELP YOU IN SEMESTER 2
- Best Reference Books For Class 10 ICSE
- ICSE Class 10 All Subject MCQ
- OUR EBOOKS CAN HELP YOU ICSE CLASS 10 BOARD
- CODE IS EASY CAN HELP YOU IN SEMESTER 2
- Best Reference Books For Class 10 ICSE
- ICSE Class 10 All Subject MCQ
OUR EBOOKS CAN HELP YOU ICSE CLASS 10 BOARD

CODE IS EASY CAN HELP YOU IN SEMESTER 2

Best Reference Books For Class 10 ICSE
Best Reference Books For Class 10 ICSE Physics Is OSWAL GURUKUL

ICSE Class 10 All Subject MCQ
OUR EBOOKS CAN HELP YOU ICSE CLASS 10 BOARD

CODE IS EASY CAN HELP YOU IN SEMESTER 2

Best Reference Books For Class 10 ICSE
Best Reference Books For Class 10 ICSE Physics Is OSWAL GURUKUL

ICSE Class 10 All Subject MCQ
ICSE Class 10 Geometry MCQ HERE
1. The mid-point of the line segment joining the points A(-2, 8)
B(-6, -4)
(-4, -6)(2, 6)
(-4, 2)
(4, 2)
Find the ratio in which the line segment joining the points P(3, −3) and Q(−2, 7) is divided by the x-axis. Also, find the coordinates of the point of divisionA.
Ratio is 4: 1 and th e co -0rdinates are (1212, 3)
B.
None of these.
C.
Ratio is 1: 2 and th e co -0rdinates are (1212, 3)
D.
Ratio is 3: 7 and th e co -0rdinates are (3232, 0
Find the equation of line passing through points A(2, -5) and gradient is −125−125.A.
12x +5y +1 = 0
B.
12x + 1 = 0
C.
12x +5 = 0
D.
y +5 = 0
Find the equation of a line parallel to x-axis and passing through points (-1, 4)A.
y - 4 = 0
B.
y +4 = 0
C.
y = -4
D.
None of these.
Find the equation of a line parallel to y-axis and passing through point (-5,7).A.
x + 5= 0
B.
x = -9
C.
x =0
D.
y+6 = 0
The graph of the equation y = mx + c passes through the points (2, -3) and (5, – 1). Determine the values of m and c.A.
m = 2323
c = −403−403
B.
m = 3232
c = −103−103
C.
m = 5353
c = −29−29
D.
m = −23−23
c = 5
If P(x,y) divides the point A (0,0) & B(aCosα, aSinα) in ratio 1: 3 then x^{2} + y^{2} is equal toA.
a^{2}
B.
\frac{a^{2}}{4}
C.
\frac{a^{2}}{16}
D.
9\frac{a^{2}}{16}
Find the equation of the line passing through (2, 2√3) and inclined with x – axis at an angle of 75o.A.
2x−y+14=02x−y+14=0
B.
(2+√3)x−y−4=0(2+3)x−y−4=0
C.
√3x−2y−24=03x−2y−24=0
D.
(2−2√3)x−7y−9=0
10. Let A (a,b) and B (c,d) where c>a>0 and d>b>0. Then point C on x axis is mid point of AB ifA.
bc – ad = 0
B.
ac – bd = 0
C.
ad + bc = 0
D.
None of these