What is the area of a square? Know the definition, formulas and solve the word problems here with us at BYJU'S. Get perimeter of square formulas also to solve more questions on the square.
Solution: Area = πr(r + s) = = 1,257.14 cm2 How to find the surface area of a cone when the slant height is given? Example: Find the surface area. r = 9cm, h = 12cm, l = 15cm. (Leave answer in π form) Show Video Lesson ...
1.Find the area of a square with each side measuring 6 inches. ANSWER BOX: A =in2RESULTS BOX: 2.A rectangular yard has a length of 12 meters and a width of 4 meters. Find the area. ANSWER BOX: A =m2RESULTS BOX: 3.The area of a square is 25 square centimeters. How long is ...
Area of a Square: Example Problems Check the following examples to get an idea of calculating the area of a square as mentioned below: Example 1:Find the area of a square whose length is 80 cm. Solution: Given, a= 80 cm Area of square = a2 = 80 x 80 = 160 sq.cm Therefore, the...
Learn how to use the area of a square calculator with a step-by-step procedure. Get the area of a square calculator available online for free only at BYJU'S.
Surface Area of sphere = 4πr2 where r is the radius of the sphere. Example: Calculate the surface area of a sphere with radius 3.2 cm Solution: Surface area of sphere = 4π r2 = 4π (3.2)2 = 4 × 3.14 × 3.2 × 3.2
A shape is defined as a figure enclosed by a boundary. We see uncountable objects around us in shapes such as square, rectangle, circle etc. Now, what is this area of shape? Let’s dive deeper into the concept.The area of shape is the space enclosed within the perimeter or the ...
Solution: We recall that the perimeter P of a triangle is given by the formula: P=a+b+c With the given side lengths a=b=4 cm and c=3 cm, we substitute these values into the formula: P=4 cm+4 cm+3 cm Finally, by adding the lengths we obtain the value of the perimeter to be...
Find the area of the given square:Solution:2 cm Here, length of each side (l)=2 cm2 cm Area of s quare=l^2=(2cm)^2=4cm^2 相关知识点: 试题来源: 解析 Solution : Here , length of each side (l)=2 m Area of square = l =(2 cm^2 )=4 cm^2 ...
Solution: The angle made by the first sector is θ = 160°. Therefore, the area of the first sector = (θ/360°) ×πr2 = (160°/360°) × (22/7) × 62 = 4/9 × 22/7 × 36 = 352/7 = 50.28 square units. The angle made by the second sector is θ = 100°. Therefore...