Question 50.The point on y axis equidistant from B and C is. Answer Options:.a. (–1, 0) .b. (0, –1).c. (1, 0).d. (0, 1). We will post the video explanation for this question on our YouTube channel soon. Stay tuned!. Regards,.Team Maxtute.

Question 49.What are the coordinates of the position of a player Q such that his distance from K is twice his distance from E and K, Q and E are collinear?. Answer Options:.a. (1, 0) .b. (0, 1).c. (–2, 1).d. (–1, 0).

Question 48.The point on x axis equidistant from I and E is. Answer Options:.a. (1/2, 0) .b. (0, –1/2) .c. (–1/2, 0) .d. (0, 1/2).

Question 47.If a player P needs to be at equal distances from A and G, such that A, P and G are in straight line, then position of P will be given by. Answer Options:.a. (–3/2, 2).b. (2, –3/2) .c. (2, 3/2).d. (–2, –3).

Using the picture of a hockey field, answer the questions that follow: . Question 46.The coordinates of the centroid of ΔEHJ are. Answer Options:.a. (–2/3, 1).b. (1, –2/3).c. (2/3, 1).d. (–2/3, –1).

Each team plays with 11 players on the field during the game including the goalie. Positions you might play include:.Forward: As shown by players A, B, C and D. Midfielders: As shown by players E, F and G. Fullbacks: As shown by players H, I and J. Goalie: As shown by player K.

Goals consist of two upright posts placed equidistant from the centre of the backline, joined at the top by a horizontal crossbar. The inner edges of the posts must be 3.66 metres (4 yards) apart, and the lower edge of the crossbar must be 2.14 metres (7 feet) above the ground.

A hockey field is the playing surface for the game of hockey. Historically, the game was played on natural turf (grass) but nowadays it is predominantly played on an artificial turf. It is rectangular in shape - 100 yards by 60 yards.

Try the following Questions of Case Study 2 from the CBSE Class 10 Sample Paper 2021-22 (Standard) Term 1, and comment your answers below!

The solution to the Case Study question posted from CBSE 10th Standard Maths Sample Paper Term 1 - 2021-22 is available now. Click here to view the detailed solution - Regards,.Team Maxtute.

Question 45.The zeroes of the polynomial r(t) = –12t² + (k – 3)t + 48 are negative of each other. Then k is.a. 3.b. 0.c. –5.d. –3. We will post the video explanation for this question on our YouTube channel soon. Stay tuned!. Regards,.Team Maxtute.

Question 44.A polynomial q(t) with sum of zeroes as 1 and the product as –6 is modelling Anu’s height in feet above the water at any time t( in seconds). Then q(t) is given by. Answer Options:.a. t² + t + 6 .b. t² + t – 6 .c. –8t² + 8t + 48 .d. 8t² – 8t + 48.

Question 43.Rita’s height (in feet) above the water level is given by another polynomial p(t) with zeroes -1 and 2. Then p(t) is given by:. Answer Options:.a. 3t² + t – 2 .b. t² + 2t – 1.c. 24t² – 24t + 48 .d. –24t² + 24t + 48.

Question 41.What is the value of k?. Answer Options:.a. 0.b. –48 .c. 48.d. 48/−16. Question 42.At what time will she touch the water in the pool?. Answer Options:.a. 30 seconds .b. 2 seconds.c. 1.5 seconds.d. 0.5 seconds.

Annie was standing on a diving board, 48 feet above the water level. She took a dive into the pool. Her height (in feet) above the water level at any time ‘t’ in seconds is given by the polynomial h(t) such that. h(t) = –16t² + 8t + k.

Try the following Questions of Case Study 1 from the CBSE Class 10 Sample Paper 2021-22 (Standard) Term 1, and comment your answers below!. The figure given shows the path of a diver, when she takes a jump from the diving board. Clearly it is a parabola.

The solution to the question posted from CBSE 10th Standard Maths Sample Paper Term 1 - 2021-22 is available now. Click here to view the detailed solution - Regards,.Team Maxtute.

The length of the side of largest square FDGB that can be inscribed in the triangle ABE is. We will post the video explanation for this question on our YouTube channel soon. Stay tuned!. Regards,.Team Maxtute.

Try the following Triangles Question from the CBSE Class 10 Sample Paper 2021-22 (Standard) Term 1. Question 34:.Sides AB and BE of a right triangle, right angled at B are of lengths 16 cm and 8 cm respectively.

The solution to the question posted from CBSE 10th Standard Maths Sample Paper Term 1 - 2021-22 is available now. Click here to view the detailed solution - Regards,.Team Maxtute.