Question Evaluate the integral −21ln(∣y−2∣)+C,C∈R Evaluate ∫4−2y1dyRewrite the expression ∫21×2−y1dyUse the property of integral ∫kf(x)dx=k∫f(x)dx 21×∫2−y1dyUse the property of integral ∫ax+b1dx=a1ln∣ax+b∣ 21(−ln(∣−y+2∣))Calculate the absolute value 21(−ln(∣y−2∣))Multiply the terms −21ln(∣y−2∣)Solution −21ln(∣y−2∣)+C,C∈R Show Solution
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