Plot the following points on a Cartesian plane. Join these points and name the figure so obtained.P(-3, 0); Q(3, 3); R(5,-4); S(-6,-4)​

Answers 1

Step-by-step explanation:

Let X′OX an dY′OY be the coordinate axes. Then, the four points may be plotted as given below :

Let X’ OX and Y’ OY be the coordinate axes and mark point on it. 

Here, point P(-3,2) lies in II quadrant, Q(-7,-3) lies in III quadrant, R(6, -3) lies in IV quadrant and S(2,2) lies in I quadrant. Plotting the points on the graph paper, the figure obtained is trapezium PQRS.

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Answer:

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In a row of boys facing west Ronald is thirteenth from the left. When shifted to his right by two places, he becomes eighteenth from the right end of the row. How many boys are there in the row?

Answer:

Given,

A's position from left = 13

A's position from right = 11.

Total number of boys in the row = Position of A from left + position of A from right - 1

= 13 + 11 - 1

= 23

So, there are 23 boys in the row.

Given, position of D from right = 17.

Let position of D from left be x

Total number of boys in the row = Position of D from left + position of D from right - 1

23 = x + 17 - 1

x = 23 - 17 + 1

= 7.

So, D is seventh from the left.

Hence, the correct answer is "7th".

Number of boys in a row = 32.

Step by step Calculation :

Given

  • Boys facing WEST.
  • From the left position of Ronaldo = 13.
  • Shift in position to right = 2.
  • Position from right = 18.

Calculations:

  • Position from left = 13.
  • When shifted to 2 places right, position from left = 15.
  • Position from right end = 18.
  • Total number of boys in a rows = 15+18 -1 (Ronaldo is calculated            

                                                              = 32.                 twice)

Final Answer =Total number of boys in a row = 32.

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