**Find the equation of the line tangent to the curve y = e^x**

Question: Find the equation of the line tangent to the curve {eq}y = e^x\sqrt{3+e^{3x}} {/eq} at the point (0,2) Answer and Explanation: Given the curve with equation... I don't know where to start, I found the first derivative, knowing that it would be the same as the slope of the tangent at a specific point. Only I don't know what that point is. Only I don't know what that point is.

**calculus Finding Tangents to a curve that pass through**

I don't know where to start, I found the first derivative, knowing that it would be the same as the slope of the tangent at a specific point. Only I don't know what that point is. Only I don't know what that point is.... I don't know where to start, I found the first derivative, knowing that it would be the same as the slope of the tangent at a specific point. Only I don't know what that point is. Only I don't know what that point is.

**calculus Finding Tangents to a curve that pass through**

Question: Find the equation of the line tangent to the curve {eq}y = e^x\sqrt{3+e^{3x}} {/eq} at the point (0,2) Answer and Explanation: Given the curve with equation... Question: Find the equation of the line tangent to the curve {eq}y = e^x\sqrt{3+e^{3x}} {/eq} at the point (0,2) Answer and Explanation: Given the curve with equation

**Find the equation of the line tangent to the curve y = e^x**

So DR DR is a tangent tangent vector at any at any given point. And once again, all of this is a little bit of review. But DR, we can write as DR is equal to DX times I plus the infinite small change in X times the I unit vector plus the infinite small change in Y times the J unit vector. And you see that, you see that if I were to draw if I were to draw a curve. Let me just draw another one... 11 hours agoÂ Â· I have a curve with start point x1,y1,z1 and end point x2,y2,z2. I have to find the vector(x,y,z) of the tangent to the curve at point x0,y0,z0.

## How To Find Tangent To Curve

### Find the equation of the line tangent to the curve y = e^x

- calculus Finding Tangents to a curve that pass through
- calculus Finding Tangents to a curve that pass through
- calculus Finding Tangents to a curve that pass through
- Find the equation of the line tangent to the curve y = e^x

## How To Find Tangent To Curve

### Question: Find the equation of the line tangent to the curve {eq}y = e^x\sqrt{3+e^{3x}} {/eq} at the point (0,2) Answer and Explanation: Given the curve with equation

- So DR DR is a tangent tangent vector at any at any given point. And once again, all of this is a little bit of review. But DR, we can write as DR is equal to DX times I plus the infinite small change in X times the I unit vector plus the infinite small change in Y times the J unit vector. And you see that, you see that if I were to draw if I were to draw a curve. Let me just draw another one
- I don't know where to start, I found the first derivative, knowing that it would be the same as the slope of the tangent at a specific point. Only I don't know what that point is. Only I don't know what that point is.
- I don't know where to start, I found the first derivative, knowing that it would be the same as the slope of the tangent at a specific point. Only I don't know what that point is. Only I don't know what that point is.
- 11 hours agoÂ Â· I have a curve with start point x1,y1,z1 and end point x2,y2,z2. I have to find the vector(x,y,z) of the tangent to the curve at point x0,y0,z0.

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