Write an algebraic expression for three-fourths the square of \(b\).

Write an algebraic expression for three fourths the square of b
=> Algebraic expression is the expression that shows both integers, variables, symbols and operations like addition, subtraction, division, and multiplication.
=> three fourth is a fraction which is equals to 3/4
=> square of b is an exponent which is equals to b 2
=> thus, the algebraic expression of three fourths the square of b is equals to:
=> ¾ x b2 or 3b2 / 4

Answered by taskmasters | 2024-06-10

The algebraic expression (3/4)b² represents the quantity obtained by multiplying three-fourths of the square of b.
To represent "three-fourths the square of b" as an algebraic expression , we can break it down into its components.
The square of b is represented as b², where b is the variable.
The expression "three-fourths" means multiplying a value by 3/4, which can be written as (3/4).
Combining these components, the algebraic expression for "three-fourths the square of b" is (3/4)b².
In this expression, the **variable **b represents an unknown value, and squaring it means multiplying it by itself.
The coefficient 3/4 indicates that the value of b² is multiplied by three-fourths.
The resulting **expression **(3/4)b² represents the quantity obtained by multiplying three-fourths of the square of b.
Learn more about the** algebraic expression **here :
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Answered by saimaparvezVT | 2024-06-18

The algebraic expression for three-fourths the square of b is 4 3 b 2 ​ . This is derived by taking the square of b , which is b 2 , and multiplying it by the fraction 4 3 ​ .
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Answered by taskmasters | 2024-10-31