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Domain: algebra
| ID | Section | Domain | Skill | Difficulty | Question | Actions |
|---|---|---|---|---|---|---|
| math_alg_5089 | Math | algebra | linear_functions | Medium | The table represents a linear relationship. If the rule is \(n(x)=mx+b\), find \(b\). | |
| math_alg_5088 | Math | algebra | linear_functions | Medium | A line passes through each point shown in the table. If its equation is \(y=mx+b\), what is \(b\)? | |
| math_alg_5087 | Math | algebra | linear_functions | Medium | The table shows a linear function \(a\). In \(a(x)=mx+b\), what is the value of \(b\)? | |
| math_alg_5086 | Math | algebra | linear_functions | Medium | A linear equation \(j(x)=mx+b\) fits the table. What number is \(b\)? | |
| math_alg_5085 | Math | algebra | linear_functions | Medium | For the linear function \(s\), the table gives several inputs and outputs. If \(s(x)=mx+b\), what is \(b\)? | |
| math_alg_5084 | Math | algebra | linear_functions | Medium | The table tracks a linear rule \(v(x)=mx+b\). What is the constant \(b\)? | |
| math_alg_5083 | Math | algebra | linear_functions | Medium | Values of a linear function \(g\) are listed. If \(g(x)=mx+b\), determine \(b\). | |
| math_alg_5082 | Math | algebra | linear_functions | Medium | The ordered pairs in the table lie on a line. For \(f(x)=mx+b\), what is the value of \(b\)? | |
| math_alg_5081 | Math | algebra | linear_functions | Medium | A linear function \(q\) is shown in the table. If \(q(x)=mx+b\), what is \(b\)? | |
| math_alg_5080 | Math | algebra | linear_functions | Medium | The table gives values from a linear function \(h\). It can be written as \(h(x)=mx+b\). What is the value of \(b\)? |