Question: Solve for y in terms of x.lny+2lnx=4+ln10The solution for y in terms of x is y=(Simplify your answer. Type an exact answer in terms of e.) Solve for y in terms of x. lny+2lnx=4+ln10 The solution...
y' = ky dy/dx = ky dy/y = kdx ln(y) = kx+C y = e^(kx+C)y = Ce^(kx)y(0) = 1 Ce^(k*0) = 1 C = 1 所以y = e^(kx)
Answer to: Find y in terms of x. \\ \frac{dy}{dx}=x^3(16-x^4)^7, curve passes through (2,8) By signing up, you'll get thousands of step-by-step...
Answer to: Find the derivative of y = \left( {\ln x} \right) By signing up, you'll get thousands of step-by-step solutions to your homework...
百度试题 结果1 题目Given that dx=ex- andy=ln2wl hen x = 0, obtain an expression for y in terms of x. 相关知识点: 试题来源: 解析 y=ln(e^x+1) 反馈 收藏
Do you mean in terms of a? It's already in terms of a, since a is one of the values in the expression for y, Or do you mean, write an expression for a? If you mean that then you would do the following: y = xe(a/vw) Divide both sides by x: y/x = e(a/vw) Take...
y=loge(6) Solve for y y=ln(6)≈1.791759469 Assign y y := ln(6) Graph Share Copy Copied to clipboard
The correct Answer is: 125 x 2 To solve the problem where log5x=y and we need to find 52y+3 in terms of x, we can follow these steps: Step 1: Start with the given logarithmic equationWe have:log5x=y Step 2: Convert the logarithmic equation to exponential formUsing the definition...
When ln y is plotted against x^2 a straight line is obtained which passes through the points (0.2,2.4) and (0.8,0.9).(i) Express ln y in the form px^2+q, where p and q are constants.(ii) Hence express y in terms of z, where z=e^(x^2). 相关知识点: ...
解析 Solve the equation for ( t). ( t=((ln)(x))/2) ( y=e^t) Simplify ( e^(((ln)(x))/2)). ( t=((ln)(x))/2) ( y=x^(1/2)) Simplify ( ((ln)(x))/2). ( t=(ln)(x^(1/2))) ( y=x^(1/2))反馈 收藏 ...