To find the Height of a parallelogram we use the formula Parallelogram Height = Area÷Base. Here is an example for better understanding: Q- Find the Parallelogram Height if it's Area=44 cm² and Base=4 cm. Solve: Height of Parallelogram = Area ÷Base = 44 cm² ÷ 4 cm = 11 cm

Read moreFirst, we add all five numbers and divide the sum by 5 to get the average. Let's understand by an example:- Q- Find the average of five numbers 10, 11, 14, 20, and 21. Solve: Average= (10+11+14+20+21)÷5 = 76 ÷5 = 15.2

Read moreAdjacent angles have a common arm and a common vertex between them.

Read moreWe multiply the base and height t o find the Area of the Parallelogram. Or We can use the formula Area of a parallelogram = Base✕Height Let's take an example: Q- Find parallelogram area with base=8 cm and height=6 cm. Solve: Area of Parallelogram = Base ✕Height = 8 cm ✕ 6 cm = 48 cm²

Read moreTo find the base of a Parallelogram we will divide the area of the parallelogram by the parallelogram height. The Base of Parallelogram = Area of Parallelogram÷Height Let's take an example for better understanding- Suppose we have Area= 44cm², Height=4cm Base=Area ÷Height = 44 ÷4 = 11cm.

Read moreWhat is an equivalent fraction with an example? Equivalent fractions are two or more fractions that may have different numerators or denominators but their lowest value are the same. Equivalent fractions examples are 1/2, 2/4, 3/6, etc. How to find equivalent fractions by multiplication? To find the equivalent fraction by multiplication we will multiply the same numb…

Read moreProviding Class 9th Maths formulas list chapter-wise that makes your work easy. Number Systems ⇒ Pythagoras Theorem:- H ² = P ² + B ² ⇒ (a+b) ²=a ²+2ab+b ² ⇒ (a-b) ²=a ²-2ab+b ² ⇒ (a+b)(a-b)=a ²-b ² ⇒ a- ᵐ = 1/ a ᵐ ⇒ a ᵐ × a ⁿ =a ᵐ ⁺ ⁿ ⇒ a ᵐ ÷a ⁿ =a ᵐ ⁻ ⁿ ⇒ (a ᵐ ) ⁿ =a ᵐ ⁿ ⇒ a ᵐ ×b ᵐ =(ab) ᵐ ⇒ a ᵐ ÷ b ᵐ =(a ÷ b) ᵐ ⇒ a ° = 1 Polynomials ⇒ (x+y) ² =x ² +2xy+y ² ⇒…

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