Units of area and their conversions - class-VIII
Description: units of area and their conversions | |
Number of Questions: 23 | |
Created by: Ankita Patil | |
Tags: perimeter and area maths area and its boundary perimeter, area and volume mensuration-i (area) measures and motion revision area and volume area perimeter and area of rectilinear figures |
The area of Square is $100cm^2$.It cuts in $4$equal sized Squares .Find area of one of them in $m^2$
The length of a square is given to be $3 cm$, then its area is _______
The area of triangle whose base is $4$ cm.and height is thrice the base ,in $m^2$ is
A saree has rectangular border of length $4m$ and breadth$3cm$.find area in $mm^2$
The area of square is equal to area of rectangle with length$8mm$ and breadth$2m$.Find its area in $cm^2$
Ram has a plate in circular form which has design in $7$ meter radius .Find the area of design in $cm^2$
A Table top has length 12mm,breadth 8mm.Find the area of top in $m^2$
A white Board has Area $88m^2$ is divided in $8$equal parts .Find area of each Square.
4 circular band has area$4m^2,3m^2,9m^2,0m^2$.Find there Total area.
$4$ square Board of area $16cm^2$ are combined to form a big board.Find area of the bog board
A Pizza Seller makes a circular pizza of perimeter $44cm$.Find its area in$m^2$
Consider a rectangle of length $4$ cm and breadth $3$ cm. Find the area of given rectangle with suitable units.
Take a circle with radius $5$ m, then determine the area of given circle with suitable units.
A square field is 40m long. The perimeter of the square field is (in cm)
By converting the $0.0287m^2$ into the $cm^2$, the answer will be
$10^{-5} \, m^2=? \, hectare$
A rectangular field is 40m long and 30m wide. perimeter of rectangular field is
If $1 \, m^2$ of a certain plot in a certain area costs Rs. $1500,$ how much does $1$ hectare cost?
By converting the 80.2km into the hectare, the answer will be
By converting the 4.8mm into the cm, the answer will be
$500.2867 m^2= \, ? hectare$
$10^{-10} \, cm^2=? \, hectare$
By converting the $4.8mm^{2}$ into the $m^2,$ the answer will be