Lauren has read $b$ books out of a total of $6$ books. We need to find an expression that represents the number of books Lauren has left to read.

AlgebraExpressionsVariablesSubtraction
2025/5/31

1. Problem Description

Lauren has read bb books out of a total of 66 books. We need to find an expression that represents the number of books Lauren has left to read.

2. Solution Steps

The total number of books is 66.
The number of books Lauren has read is bb.
The number of books Lauren has left to read is the total number of books minus the number of books she has already read.
Therefore, the expression is 6b6 - b.

3. Final Answer

6b6 - b

Related problems in "Algebra"

The first problem is to simplify the expression $(y - \frac{2}{y+1}) \div (1 - \frac{2}{y+1})$. The ...

Algebraic simplificationRational expressionsGeometryPolygonsInterior angles
2025/6/3

We are given two equations: $x + y = 1$ and $x + 3y = 5$. We need to find the value of the expressio...

Systems of EquationsSubstitutionPolynomial Evaluation
2025/6/3

We need to solve four problems: Problem 8: Determine the correct logical expression representing "Th...

LogicSet TheoryArithmeticExponentsSimplificationFraction Operations
2025/6/3

We have six problems to solve: 1. Round the number 689,653 to three significant figures.

RoundingNumber BasesSimplifying RadicalsLogarithmsQuadratic EquationsFactorizationInverse Variation
2025/6/3

The problem asks to solve a system of two linear equations for $m$ and $n$: $3m - n = 5$ $m + 2n = -...

Linear EquationsSystems of EquationsSubstitution Method
2025/6/3

We are given a system of two linear equations with two variables, $x$ and $y$: $4x + y = 1$ $2x + 3y...

Linear EquationsSystems of EquationsSubstitution Method
2025/6/3

The problem has two parts. Part (a) requires us to solve the equation $(\frac{2}{3})^{x+2} = (\frac{...

ExponentsEquationsGeometrySimilar Triangles
2025/6/3

The problem has three parts. (a) Complete the table of values for the quadratic equation $y = 2x^2 +...

Quadratic EquationsGraphingParabolaRootsVertex
2025/6/3

The sum of the ages of a woman and her daughter is 46 years. In 4 years, the ratio of the woman's ag...

Age ProblemsSystems of EquationsLinear EquationsWord Problems
2025/6/3

Masane went to a shop with $1425.00. He bought a shirt, a pair of shoes, and an electric iron. The c...

Linear EquationsWord ProblemSystem of Equations
2025/6/3