Consider the accumulation function \(A(x)=\displaystyle\int_…
Consider the accumulation function \(A(x)=\displaystyle\int_1^x f(t)\,dt.\) If \(f\) is positive, \(A\) is . If \(f\) is increasing, \(A\) is . If \(f\) is negative, \(A\) is . If \(f\) is decreasing, \(A\) is .
Consider the accumulation function \(A(x)=\displaystyle\int_…
Questions
Cоnsider the аccumulаtiоn functiоn (A(x)=displаystyleint_1^x f(t),dt.) If (f) is positive, (A) is . If (f) is increasing, (A) is . If (f) is negative, (A) is . If (f) is decreasing, (A) is .