SocialTwist Tell-a-Friend

Ask a Question? Get an Answer!


Question: Marion completes her homework in 90 minutes. She spends 30 minutes on Math, 30 minutes on Science subjects , 15 minutes on English Language and 15 minutes on Arts. Which circle graph is appropriate to represent the time spent to complete her homework?



A ) Graph 3
B ) Graph 4
C ) Graph 2
D ) Graph 1

Steps to derive

1 Draw a circle.

2 Divide the circle into 3 equal parts, 30 min for Math, 30 min. for Science and 30 min for Arts and English.,
 15 min. for Arts and 15 min. for English.


3 Further divide one of the three parts of the Circle into two parts to represent 15 minutes each for Arts and English.

4 This completes the Circle Graph .



Hence the right answer is Option C

Click Here To Go Back


Few Other Questions -

  • Evaluate ∫1x2+7x+6 dx...
  • Find ∫xx4-1 dx...
  • Evaluate ∫ x²-3x-1x³+x²-2x dx...
  • ∫ 2x² +1x³-6x²+11x-6 dx =..
  • Evaluate ∫ 7(x-2)(x+5) dx...
  • Evaluate ∫ 2x²+3x²(x-1) dx...
  • ∫ x5(x-2)² dx=..
  • Find ∫ x+3x2-3x + 2 dx...
  • Find ∫ 1x4-16 dx...
  • Evaluate ∫02 (xx2 + 5x + 6) dx...
  • Evaluate ∫0 4 xx2 + 5x + 6 dx...
  • Find ∫1u2(a+bu) du...
  • Find ∫1t [(ln t)²-4] dt...
  • Evaluate ∫1(a+bu)(c+du) du...
  • Evaluate ∫(x+1)x(1+xex)2 dx...
  • Evaluate ∫-29 9-x(x+3)2 dx...
  • Find ∫13 x²-4x+3x³+2x²+x dx...
  • Find ∫ cosθsin²θ-2sin θ- 8 dθ...
  • ∫ x³-1x³+x dx =..
  • Find ∫ 4x2-3x-4x3+x2-2x  dx...
  • Find ∫ 5(2x+1)(x-2) dx...
  • Find ∫ 5x³-3x²+2x-1x4+x² dx...
  • Evaluate ∫x3-4x-1x(x-1)3 dx...
  • Find ∫2x2-3x+3x3-2x2+x dx...
  • Find ∫ x+1x3 +x2-6x dx...
  • Evaluate ∫xe-8xdx...
  • Evaluate ∫x2e- 4xdx...
  • Evaluate ∫x ln 6x dx...
  • Evaluate ∫ln (x + 9)x + 9dx...
  • Evaluate ∫ex sin xdx...
  • Evaluate ∫01/2x cos πx dx...
  • Evaluate ∫x²(x + 1)9dx...
  • Evaluate ∫sin(ln x)dx...
  • Evaluate ∫eaxsin bxdx...
  • Evaluate ∫x³ sin x² dx...
  • Evaluate ∫01ln(1 + x²)dx...
  • Evaluate ∫01/2sin-1 x dx...
  • Evaluate ∫(ln x)³dx...
  • Evaluate ∫x3e2x dx...
  • Find ∫x² + 1[ln(x² + 1) - 2ln x]x4dx...
  • Evaluate ∫e2x sin 3x dx...
  • Evaluate ∫sec4 xdx...
  • Evaluate ∫ln xdx...
  • Evaluate ∫arcsin xdx...
  • Evaluate ∫x(x + 5)14dx...
  • Evaluate ∫csc³x dx...
  • Evaluate ∫1eln x dx...
  • Evaluate ∫1ex ln xdx...
  • Evaluate ∫xn ln x dx...
  • If ∫x2-3x3-2x2-x+2dx = A ln[C | (x-2)(x-1)3x+1| ], then find the value of A...
  • Evaluate ∫ex(1 + sin x)1 + cos xdx...
  • Evaluate ∫dxa2cos27x+b2sin27x...
  • Evaluate ∫cos3x+cos5xsin2x+sin4xdx...
  • Evaluate ∫eTan-1x(1+x+x21+x2)dx...
  • If ∫dx2-7x-x2 = f (g(x)) + C, then choose f(x), g(x)...
  • Evaluate ∫cosec 4x dx...
  • Evaluate: ∫cos 3x - sin 3x8-sin 6x dx..
  • Find ∫ dθ(sin 13θ - 2cos 13θ)(2sin 13&thet..
  • Find ∫dx(1+x)x-x2...
  • Find ∫x2(xsinx+cosx)2 dx...
  • Evaluate: ∫x-1(x+1)x3+x2+xdx..
  • Evaluate ∫sec4 3xcosec2 3xdx...
  • Find ∫sin 5x1+sin 5x dx...
  • Find ∫cos 4xcos 2x+sin 2xdx...
  • Find ∫sin 6xsin 6x-cos 6xdx...
  • ∫dxcos6 6x+sin6 6x =..
  • Evaluate ∫1-x1+xdx..
  • Find ∫dxx2(x4+5)34...
  • If ∫(x2-5)dx(x4+11x2+25)Tan-1(x2+5x) = k ln |tan- 1 (x2+5x)| + C, then find ..
  • Find ∫8sin xsin (x- π4)dx...
  • If I = ∫sec2 9x cosec4 9xdx = K cot3 9x + L tan 9x + M cot 9x + C, then find the value..
  • Find ∫ x³+1x4-3x³+3x²-xdx...
  • The rate of change of the circumference C of a circle with respect to its area A is k π..
  • The side length of an equilateral triangle is l cm. If the rate of change of area of the i..
  • Find the value(s) of x for which the rate of change of y = x33 + 4x2 + ..
  • A small stone is dropped into a quiet pond and circular ripples spread over the surface of..
  • The side length of a square increases at the rate of 4 cm/s. At what rate is the area of t..
  • The rate of change of volume of a cube with respect to its length x is equal to 18k times ..
  • If the rate of change of volume V of a sphere with respect to its surface area S is k4S&pi..
  • The rate of change of each side length of an equilateral triangle is 9 cm/s. Find the corr..
  • At a given instant, the legs of a right triangle are 7 cm and 5 cm respectively. The lengt..
  • The volume of a metallic hollow sphere is constant. Its outer radius is increasing at the ..
  • An equilateral triangle is inscribed in a circle. The area of the circle is decreasing at ..
  • The base radius of a right circular cylindrical oil container is 40 m. Oil is drawn from i..
  • A gas balloon contains 1800 cubic ft. of gas at a pressure of 90 lb per ft². The pres..
  • An airplane at an altitude of 900 m flying horizontally with a speed of 250 m/sec passes d..
  • A variable triangle ABC is inscribed in a circle of diameter x units. At a particular inst..
  • If the semi vertical angle of a right circular cone is 45o and the rate of change of volum..
  • A man 4 ft tall is walking away from a lamp-post of height 18 ft at the rate of 12 ft/min..
  • A balloon is in the shape of a cone surmounted by a hemisphere of same radius as that of t..
  • Sand is being poured at the rate of 3000 cm3/son the ground from the orifice of an elevate..
  • The length of the diagonal of a cube is increasing at the rate of 5 cm/s. What is the rate..
  • The height of a right circular cone is decreasing at the rate of 8 cm/s and the radius of ..
  • A rod of length 6 m moves in such a way that its ends A and B always touches the X and Y ..
  • A square is inscribed in a circle. If the side length of the square is increasing at the r..
  • A conical vessel of height 8 m and radius 4 m is being filled with water at a uniform rate..
  • x = 4 cos 5θ and y = 4 sin 5θ, where 0 ≤ θ ≤ ..
  • Evaluate ∫ e29ln xdx...
  • Evaluate ∫ 49(5-log3125x5)...
  • Evaluate: ∫e17 - 22 x dx..
    		•