in this third section, youll use equations, inequalities, and geometric reasoning. your daily revenue was…

in this third section, youll use equations, inequalities, and geometric reasoning. your daily revenue was $50 at the start of the month, and it increased by $0.85 each day. the inequality 50 + 0.85x ≥ 74.65 represents the number of days, x, until your daily revenue reaches at least $74.65. which inequality represents the number of days, x, until your revenue reaches at least $74.65? x ≤ 247 x ≤ 29 x ≥ 247 x ≥ 29

in this third section, youll use equations, inequalities, and geometric reasoning. your daily revenue was $50 at the start of the month, and it increased by $0.85 each day. the inequality 50 + 0.85x ≥ 74.65 represents the number of days, x, until your daily revenue reaches at least $74.65. which inequality represents the number of days, x, until your revenue reaches at least $74.65? x ≤ 247 x ≤ 29 x ≥ 247 x ≥ 29

Answer

Explanation:

Step1: Solve the inequality

$50 + 0.85x\geq74.65$. First, subtract 50 from both sides: $0.85x\geq74.65 - 50$.

Step2: Simplify the right - hand side

$0.85x\geq24.65$.

Step3: Solve for x

Divide both sides by 0.85: $x\geq\frac{24.65}{0.85}$.

Step4: Calculate the value of x

$\frac{24.65}{0.85}=29$, so $x\geq29$.

Answer:

$x\geq29$