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Home > Mathematics Homework Help > Solution

Identify the target percentage of stain left.

Asked on March 28, 2026|Mathematics

This mathematics problem involves applying core mathematical principles and formulas. Below you will find a complete step-by-step solution with detailed explanations for each step, helping you understand not just the answer but the method behind it.

ScanSolve AI AnswerAnswered on March 28, 2026
QUESTION 14: Step 1: Identify the target percentage of stain left. If 50% of the stain is removed, then $100\% - 50\% = 50\%$ of the stain is left. Step 2: Locate 50% on the Y-axis (Percentage (%) of stain left). Step 3: Follow horizontally from 50% on the Y-axis to intersect the curve. Step 4: From the intersection point, follow vertically down to the X-axis (Time soaked (minutes)). The reading on the X-axis is 3 minutes. The correct option is C. $$\boxed{\text{C. 3 minutes}}$$ QUESTION 15:

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Home›Mathematics Homework Help›Identify the target percentage of stain left.
Q

Identify the target percentage of stain left.

March 28, 2026|Mathematics
Identify the target percentage of stain left.

Identify the target percentage of stain left.

ScanSolve AI

ScanSolve AI Answer

Answered on March 28, 2026

QUESTION 14: Step 1: Identify the target percentage of stain left. If 50% of the stain is removed, then 100%−50%=50%100\% - 50\% = 50\%100%−50%=50% of the stain is left.

Step 2: Locate 50% on the Y-axis (Percentage (%) of stain left). Step 3: Follow horizontally from 50% on the Y-axis to intersect the curve. Step 4: From the intersection point, follow vertically down to the X-axis (Time soaked (minutes)). The reading on the X-axis is 3 minutes.

The correct option is C. C.3minutes\boxed{C. 3 minutes}C.3minutes​

QUESTION 15:

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Simplify the numerator of the fraction.Solve number 12-15Solve number 9-11Find the first three terms in ascending powers of y in the expansion of (1-y)^(1)/(2).Find the binomial expansion of (x-2y)^3.V_3 = 1.2\,A x 2
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Mathematics: Identify the target percentage of stain left. — Step-by-Step Solution | ScanSolve