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The area of a square field is 4050 m2the length of its diagonal is
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Explanation :
1/2 d2 = 4050
d2 = 8100
d = 90 m
The Surface area of cube is 216 m2. Find it’s diagonal
6a2 = 216
a2 = 216/6 = 36
a= 6
Diagonal = a√3 = 6*1.73 = 10.38m
The length of a rope by which a cow must be tethered in order that she may be able to graze an area of 2826 sq.m is
22/7×r2 =2826
r2 =(2826×7/22) = 899.18 = 900
r = 30 m
The number of rounds that a wheel of diameter14m will make in going 2 km is
Explanation :N = 2000/(14*22/7) = 2000/44 = 45.45 = 45 rounds
The ratio of length to breadth of a rectangle is 7:6. The perimeter of the plot is 260m. Find the area of the plot ?
2(7x+6x) = 260
26x = 260
X = 260/26 = 10
Area = 70*60 = 4200
In a parallelogram the length of adjacent sides are 13m and 11m. If the length of one diagonal is 18m, find the length of the other diagonal ?
d12+d22 = 2(a2+b2)
324+d22 = 2(169+121) = 580
d22 = 580 – 324 = 256
d = 16m
The circumference of the 2 circle is 212cm and 412cm. What is the difference between the area of the 2 circles ?
2*3.14*r1 = 212
R1 = 212/6.28 = 33.75 = 34cm
2*3.14*r2 = 412
R1 = 412/6.28 = 65.60= 66cm
Diff = 3.14(662-342)
= 3.14(4356-1156) = 3.14*3200
= 10048
If the length of the rectangular field is increased by 10% and the breadth is reduced by 10%, now the area of rectangle will be 217 cm2 .Find the area of the original rectangle ?
% change = 10 – 10 – 10*10/100 = -1%
99x/100 = 217
X = 217*100/99 = 219.19 = 219
The area of right angle triangle is 100sq cm. The ratio of base to its height is 4:5.Find the length of the hypotenuse ?
Area = ½(4x*5x)
100 = 20x^2/2
X^2 = 100/10 =10
x = 3.16
4x:5x = 12.64:15.8
Hypotenuse = √12.642+15.82
= √409.40
= 20.23 = 20
How many bricks, each measuring 20 cm x 8 cm x 5 cm, will be needed to build a wall of 10 m x 7 m x 20cm?
Number of bricks =Volume of the wall/Volume of brick
= 1000 x 700 x 20/20 x 8x 5
= 17500
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