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WorksheetsGRADE 12 MAT - ARTS 1
Total questions: 30
Worksheet time: 15mins
What did Gandhiji go to Lucknow for?
to attend the annual convention of the INC
to meet Rajendra Prasad
to look into the sharecropper's problems
to go to Champaran via Lucknow
Why did Gandhiji agree to the planter's offer of 25% refund to the farmers?
Because of money
Because of fear of loss
Because of fear of power
Because more than money, prestige of farmers was important
Why did Gandhi appeal for teachers?
to remove the cultural and social backwardness
to increase the literacy standard
he did not trust teachers of Champaran
he contented himself with large political and economic solutions
The crowd has gathered near _____.
Court in Motihari
Champaran
Tirhut
Headquarters
What was the result of Gandhi's meetings with the Lt. Governor?
the Lt. Governor rejected Gandhi's plea
an official commission of inquiry was appointed
a compensation of 25% was set
the Lt. Governor dropped the cases against Gandhi
How did Gandhiji begin his mission in Champaran?
he chided the lawyers
he tried to get the facts
he met the peasants
he met the commissioner
What is the most likely reason for demanding help from Gandhiji?
The government was baffled.
The officials felt powerless without Gandhi's cooperation.
The officials feel guilty.
The government feel guilty
Gandhi taught the sharecroppers a lesson of self-reliance so that
they could believe in themselves and be self-dependent.
they learn and follow civil disobedience
they understand that British could not be trusted
they get to know to fight amongst themselves only
What lesson did Gandhi teach by opposing Andrew's stay in Champaran?
British could not be trusted
self-reliance
civil disobedience
a fight should always be amongst
Assertion (A) :Gandhi was vehemently opposed to letting Andrews help him in Champaran. Reason (R) : Because Gandhi was always suspicious of new people who offered help.
Both A and R are true but R is not the correct explanation of A.
Both A and R are true and R is the correct explanation of A.
A is true but R is false.
A is false but R is true
A Company forfeited 300 shares of ₹10 each, 8 per share called up, on which X had paid application and allotment money of ₹ 6 per share. Share Forfeiture Account will be credited with:
600
₹1,800
₹1,200
₹2,400
If 400 shares of ₹10 issued at a premium of ₹ 3 on which the full amount has been called and ₹8 (including premium) have been received are forfeited, the forfeiture account should be credited with:
₹3,200
₹2,000
1,200
₹2,800
If a share of 10 issued at a premium of ₹1 on which₹9 (including premium) have been called and ₹7 including premium is paid is forfeited, the capital account should be debited by:
₹10
₹7
₹ 8
₹ 9
If a share of 10 issued at a premium of ₹3 on which the full amount has been called and 8 (including premium) paid is forfeited the capital account should be debited with:
₹ 5
₹8
₹10
₹13
On an equity share of 10 the company has called up 8 but 6 have been received by the company is forfeited, the capital account should be debited by:
₹10
₹ 8
6
2
600 shares of 10 each were forfeited for non-payment of 22 per share on fie call and 15 per share on final call. Share Forfeiture Account will be credited with
₹1,200
₹1,800
₹3,000
₹4,200
If 500 shares of ₹10 issued at a premium of ₹1 on which ₹9 (including premium) have been called and ₹7 including premium have been paid are forfeited, the forfeiture account should be credited by:
₹3,000
₹3,500
₹4,000
₹4,500
800 shares of ₹10 each issued at 20% premium were forfeited for 800 payment of allotment money of 5 (including premium) with first & final of 3 per share. Share Forfeiture Account will be credited with;
₹1,600
₹2,400
₹3,200
₹4,800
On 300 equity shares of ₹10 the company has called up ₹ 8 but ₹6 have been received by the company are forfeited, the forfeiture account should be credited by:
₹2,400
₹1,200
₹1,800
₹ 600
800 shares of ₹10 each issued at 30% premium (to be paid on allotment) were forfeited for non-payment of 2 per share on first call and 2 per share on final call. Share Forfeiture Account will be credited with:
₹2,400
₹4,800
₹3,200
₹7,200
The volume of a cube is increasing at the rate of 8 cm 3/ sec. Then rate at which its surface area increases when the length of an edge is 12 cm, is
8 cm 2/ sec
8/9 cm2/sec
8/3 cm2/sec
4/3 cm2/sec
The length x of a rectangle is decreasing at the rate of 2 cm/sec and the width y is increasing at the rate of 2 cm/sec. When x =12 cm and y = 5 cm, find the rate of change of the perimeter .
8 cm/sec
12 cm/sec
14 cm/sec
0 cm/sec
If the rate of change of area of a circle is equal to the rate of of its diameter, then its radius is equal to
2/π unit
1/π unit
2πunit
π units
The volume of a sphere is increasing at the rate of 4π cm3/sec. The rate of increase of the radius when the volume is 288π cm3, is
1/4
1/12
1/36
1/9
A man 2 meters high, walks at a uniform speed of 6 metres per minute away from a lamp post, 5 metres high. Find the rate at which the length of his shadow increases.
4 metres/minute
3 metres/minute
2 metres/minute
None of these
The side of an equilateral triangle are increasing at the rate of 2 cm/sec. The rate at which the area increases, when side is 10 cm is
10 cm2/sec
3cm2/sec
10 3cm2/sec
310cm2/sec
A cylindrical tank of radius 10 m is being filled with wheat at the rate of 314 cubic metre per hour. Then the depth of the wheat is increasing at the rate of
1 m/hr
0.1 m/hr
1.1 m/hr
0.5 m /hr
A cone whose height is always equal to its diameter is increasing in volume at the rate of 40 cm3/sec. At what rate is the radius increasing when its circular base area is 1 m2?
1 mm/sec
0.001 cm/sec
2 mm/sec
0.002 cm/sec
For the curve y= 5x-2x3, if x increases at the rate of 2 units/sec, then how fast is the slope of the curve changing when x= 3?
-72 units/sec
72 units/sec
49 units/sec
-49 units/sec
The rate of change of volume of a sphere with respect to its surface area, when the radius of 12 cm, is
4 cm3/ cm2
6 cm3/ cm2
4 cm3/ cm2
3 cm3/ cm2
