A butterfly randomly lands on one of the six squares of the T-shaped figureshown and then randomly moves to an adjacent square. The probability thatthe butterfly ends up on the R square is10.(C) 2/3sumine th tosses are independent which one of the

If one square choosed randomly from chess board. Th probability of getting black colour is

K, L, M, P, Q, R, S and T are sitting around a square table in such a way that four of them sit at four corners of the square while four sit in the middle of each of the four sides. The ones who sit at the four comers face outside while those who sit in the middle of the sides face the centre of the table. P sits thirds to the right of S. S faces the centre. Q sits third to the left of M. M does not sit in the middle of the sides. Only one person sits between Q and R. R is not an immediate neighbour of M. T faces the centre. K is not an immediate neighbour of R. Which of the following pairs represents the persons seated in the middle of the sides who face each other? 1) S, Q 2) K, L 3) M, P 4) P, T 5) T, Q

Directions: Study the following information carefully and answer the question given below: K, L, M, P, Q, R, S and T are sitting around a square table in such a way that four of them sit at four corners of the square while four sit in the middle of each of the four sides. The ones who sit at the four comers face outside while those 'who sit in the middle of the sides face the centre of the .table. P sits thirds to the right of S. S faces the centre. Q sits third to the left of M. M does not sit in the middle of the sides. Only one person sits between Q and R. R is not an immediate neighbour of M. T faces the centre. K is not an immediate neighbour of R. Who sits exactly between Q and R? 1) T 2) P 3) K 4) M 5) S and K

Directions: Study the following information carefully and answer the question given below: K, L, M, P, Q, R, S and T are sitting around a square table in such a way that four of them sit at four corners of the square while four sit in the middle of each of the four sides. The ones who sit at the four comers face outside while those 'who sit in the middle of the sides face the centre of the .table. P sits thirds to the right of S. S faces the centre. Q sits third to the left of M. M does not sit in the middle of the sides. Only one person sits between Q and R. R is not an immediate neighbour of M. T faces the centre. K is not an immediate neighbour of R. If K is made to face the opposite direction, who would sit to his immediate right? 1) R 2) Q 3) P 4) T 5) S

A child's game has 8 triangle of which 3 are blue and rest are red, and 10 square of which 6 are blue and rest are red. One piece is lost at random. Find the probability that it is a (i) trinagle (ii) square (iii) square of blue colour (iv) triangle of red colour

A child's game has 8 triangle of which 3 are blue and rest are red, and 10 square of which 6 are blue and rest are red. One piece is lost at random. Find the probability that it is a (i) trinagle (ii) square (iii) square of blue colour (iv) triangle of red colour

A child's game has 8 triangles of which 3 are bule and rest are red and 10 square of which of 6 are bule and rest are red. One piece is lost a random. Find the probability that it is a : (i) triagle (ii) square (iii) Square of bule colour (iv) triangle of red colour.

A child's game has 8 triangles of which 3 are bule and rest are red and 10 square of which of 6 are bule and rest are red. One piece is lost a random. Find the probability that it is a : (i) triagle (ii) square (iii) Square of bule colour (iv) triangle of red colour.

Two loops, one rectangular of dimensions 10 cm xx 2.5 cm and second of square shape of side 5 cm are moved out of a uniform magnetic field vecB perpendicular to the planes of the loops with equal velocity v as is shown in the figure. In which case will the emf induced be more?

A square dartboard is placed in the first quadrant from x=0 to 6 and y=0 to 6, as shown in the accompanying figure. A triangular region on the dartboard is enclosed by the graphs of th equations y=2, x=6, and y=x (not shown). Find the probability that dart that randomly hits the dartboard will land in the triangular region formed by the three lines,