Why isn't Chegg letting me see the solutions to the problems?
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How can I scan a question on Chegg and get the answer?
Sri K.
Why nothing is available in book "Calculus One and Several Variables"i n section 3? Why i pay money for that? There is no normal solutions.
Neel P.
Solve the equation: dy/dx = y/(7-9y) Add y to both sides: dy = y/(7-9y) dx Divide both sides by y: (1/y) dy = dx/(7-9y) Write dy and dx separately: (1/y) dy = dx/(7-9y) Now we will integrate both sides: Integrating both sides: ∫(1/y) dy = ∫dx/(7-9y) Using the formula ∫(1/y) dy = ln|y| + C, where C is the constant of integration: ln|y| + C = ∫dx/(7-9y) Multiply both sides by 6: 6ln|y| + 6C = ∫6dx/(7-9y) Using the formula ∫dx = x + C, where C is the constant of integration: 6ln|y| + 6C = x/(7-9y) + C Taking the base e on both sides: e^(6ln|y| + 6C) = e^(x/(7-9y) + C) Using the formula e^(ln|y|) = |y| and e^(C) = 1: |y|^6 * e^(6C) = e^(x/(7-9y)) * e^(C) Using the formula e^(a+b) = e^(a) * e^(b): |y|^6 * e^(6C) = e^(x/(7-9y)) * e^(C) Using the formula e^(ln|y|) = |y| and e^(6C) = C1: |y|^6 * C1 = e^(x/(7-9y)) * C1 Using the formula C1 * |y|^6 = C2, where C2 is the constant of integration: C2 = e^(x/(7-9y))
Adi S.
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