a rectangular field is of the size 30m×20m. two paths run parallel to the sides of the rectangle through the centre of the field. teh width of the larger and shorter path are 3m and 2m respectively. find area of the path. also,find the area of remaining portion of the field
Answers
Step-by-step explanation:
Step-by-step explanation:here given the length of rectangular plot = 30m
Step-by-step explanation:here given the length of rectangular plot = 30mand breadth = 20m
Step-by-step explanation:here given the length of rectangular plot = 30mand breadth = 20marea of rectangular plot is = l*b
Step-by-step explanation:here given the length of rectangular plot = 30mand breadth = 20marea of rectangular plot is = l*b = ( 30*20) m2
Step-by-step explanation:here given the length of rectangular plot = 30mand breadth = 20marea of rectangular plot is = l*b = ( 30*20) m2 = 60m2
Step-by-step explanation:here given the length of rectangular plot = 30mand breadth = 20marea of rectangular plot is = l*b = ( 30*20) m2 = 60m2the are of first path = 20 *3 m2 ( as shown in the figure )
Step-by-step explanation:here given the length of rectangular plot = 30mand breadth = 20marea of rectangular plot is = l*b = ( 30*20) m2 = 60m2the are of first path = 20 *3 m2 ( as shown in the figure ) = 60m2
Step-by-step explanation:here given the length of rectangular plot = 30mand breadth = 20marea of rectangular plot is = l*b = ( 30*20) m2 = 60m2the are of first path = 20 *3 m2 ( as shown in the figure ) = 60m2area of 2nd path is = 30*2 m2 ( as shown in the figure )
Step-by-step explanation:here given the length of rectangular plot = 30mand breadth = 20marea of rectangular plot is = l*b = ( 30*20) m2 = 60m2the are of first path = 20 *3 m2 ( as shown in the figure ) = 60m2area of 2nd path is = 30*2 m2 ( as shown in the figure ) = 60m2
Step-by-step explanation:here given the length of rectangular plot = 30mand breadth = 20marea of rectangular plot is = l*b = ( 30*20) m2 = 60m2the are of first path = 20 *3 m2 ( as shown in the figure ) = 60m2area of 2nd path is = 30*2 m2 ( as shown in the figure ) = 60m2and the plot common in both path is 3*2 m2 = 6m2 ( as shown in the figure )
Step-by-step explanation:here given the length of rectangular plot = 30mand breadth = 20marea of rectangular plot is = l*b = ( 30*20) m2 = 60m2the are of first path = 20 *3 m2 ( as shown in the figure ) = 60m2area of 2nd path is = 30*2 m2 ( as shown in the figure ) = 60m2and the plot common in both path is 3*2 m2 = 6m2 ( as shown in the figure )total area of path = 600m2 - ( 60 +60 - 6 ) m2
Step-by-step explanation:here given the length of rectangular plot = 30mand breadth = 20marea of rectangular plot is = l*b = ( 30*20) m2 = 60m2the are of first path = 20 *3 m2 ( as shown in the figure ) = 60m2area of 2nd path is = 30*2 m2 ( as shown in the figure ) = 60m2and the plot common in both path is 3*2 m2 = 6m2 ( as shown in the figure )total area of path = 600m2 - ( 60 +60 - 6 ) m2 =600m2 - 114m2
Step-by-step explanation:here given the length of rectangular plot = 30mand breadth = 20marea of rectangular plot is = l*b = ( 30*20) m2 = 60m2the are of first path = 20 *3 m2 ( as shown in the figure ) = 60m2area of 2nd path is = 30*2 m2 ( as shown in the figure ) = 60m2and the plot common in both path is 3*2 m2 = 6m2 ( as shown in the figure )total area of path = 600m2 - ( 60 +60 - 6 ) m2 =600m2 - 114m2 = 486m2
Step-by-step explanation:here given the length of rectangular plot = 30mand breadth = 20marea of rectangular plot is = l*b = ( 30*20) m2 = 60m2the are of first path = 20 *3 m2 ( as shown in the figure ) = 60m2area of 2nd path is = 30*2 m2 ( as shown in the figure ) = 60m2and the plot common in both path is 3*2 m2 = 6m2 ( as shown in the figure )total area of path = 600m2 - ( 60 +60 - 6 ) m2 =600m2 - 114m2 = 486m2hope this will help you
Step-by-step explanation:here given the length of rectangular plot = 30mand breadth = 20marea of rectangular plot is = l*b = ( 30*20) m2 = 60m2the are of first path = 20 *3 m2 ( as shown in the figure ) = 60m2area of 2nd path is = 30*2 m2 ( as shown in the figure ) = 60m2and the plot common in both path is 3*2 m2 = 6m2 ( as shown in the figure )total area of path = 600m2 - ( 60 +60 - 6 ) m2 =600m2 - 114m2 = 486m2hope this will help youplease mark as brainleast
Step-by-step explanation:here given the length of rectangular plot = 30mand breadth = 20marea of rectangular plot is = l*b = ( 30*20) m2 = 60m2the are of first path = 20 *3 m2 ( as shown in the figure ) = 60m2area of 2nd path is = 30*2 m2 ( as shown in the figure ) = 60m2and the plot common in both path is 3*2 m2 = 6m2 ( as shown in the figure )total area of path = 600m2 - ( 60 +60 - 6 ) m2 =600m2 - 114m2 = 486m2hope this will help youplease mark as brainleast thank you