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Let the sum invested be Rs. x Therefore, simple interest received = Rs. (x – 250) According to the question, {(x × 15 × 4)/100} = x – 250 => 0.6x = x – 250 => 0.4x = 250 => x = 250/0.4 = 625 Therefore, simple interest received = x – 250 = 625– 250= Rs. 375
A circle is inscribed in a square an equilateral triangle of side 6√2 cm is inscribed in that circle the length of the diagonal of the square is-
The circumference of the two circles is 198 cm and 352 cm respectively. What is the difference between their radii?
The perimeter of 4 squares is 24 cm, 36cm, 40 cm, and 44 cm respectively. What will be the area of the square having perimeter equal to sum of edges of ...
If the area of a square field is 676 m2, then find the diagonal of the square field.
The sum of the perimeters of a square and a rectangle is 120 metres. If the sum of the length and breadth of the rectangle is 32 cm, then find the area ...
A rectangular field has a perimeter of 82 meters, and the length of its diagonal measures 29 meters. Determine the area of the field.
Two wires A and B are made of the same material and have the same length but different cross-sectional areas. If the resistance of wire A is 9 times the...
A cuboid has its dimensions in the ratio 2:1:3. If the volume of the cuboid is 3072 cm³, calculate the sum of its dimensions.
The value of (sin23° / cos67°) + (cos71° / sin19°) is:
