what trigonometric functions do i need to use in order to find the angle of a vector? i remember that we can use arccos...
what trigonometric functions do i need to use in order to find the angle of a vector?
i remember that we can use arccos and arctan but i dont know when to use which one.
thank you for your time.
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what trigonometric functions do i need to use in order to find the angle of a vector? i remember that we can use arccos...
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Learning Goal:To use trigonometric functions to find sides and angles of right triangles.The functions sine, cosine, and tangent are called trigonometric functions (often shortened to "trig functions"). Trigonometric just means "measuring triangles." These functions are called trigonometric because they are used to find the lengths of sides or the measures of angles for right triangles. They can be used, with some effort, to find measures of any triangle, but in this problem we will focus on right triangles. Right triangles...
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i need all 6 functions please Sketch an angle 0 in standard position such that 0...
i need all 6 functions please
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I know Graph 1 is not conservative and Graph 2 is conservative but how can we find vector functio...
I know Graph 1 is not conservative and Graph 2 is conservative
but how can we find vector function F for Graph 2? Because F is
deliberately not given.
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1. The region W is the cone shown below. The angle at the vertex
is 2π/3, and the top is flat and at a height of 3/√3.
Write the limits of integration for ∫WdV in the following
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integration by taking advantage of symmetry):
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I know we are only supposed to post 1 per question however for
this one I have 1 part correct, I just...
ANSWER NEEDED TONIGHT. PLEASE DO ALL PARTS. I know it looks like a lot, but that's...
ANSWER NEEDED TONIGHT. PLEASE DO ALL PARTS. I know it looks like
a lot, but that's just because there's a lot of text. I need help
on the "Anticipate" and "Do" sections; I can evaluate for myself.
Please explain everything fully and in excruciating detail. Thank
you!
Note: When the problem asks what kind of "beast" something is,
it mean to ask if it's a scalar or vector.
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18. Describe the process of DNA cloning. What do we need? Describe what a vector is. Describe what the vector needs to have to be a good vector. How do you know when it works? Make sure to describe how we make recombinant DNA. I
i need all 6 functions please
Sketch an angle 0 in standard position such that 0 has the least possible positive measure, and the point (-1,73) is on the terminal side of 0. Then find the values of the six trigonometric functions for the angle. Rationalize denominators if applicable. Do not use a calculator Choose the correct graph below. OA. OB Oc. OD Select the correct choice below and, if necessary, fill in the answer box to complete your choice.
Problem 13. You don't have to use the Weierstrass substitution for trigonometric integrals. Sometimes you can find a substitution that works more easily (fewer steps) than the Weierstrass. By "trigonometric integral", I mean the integral of a rational function of sine and cosine. You can use the Weierstrass substitution with integrals like SVsin(@) de, but you won't get an integrand having an "elementary" antiderivative. However, the Weierstrass substitution always yields an integral we can evaluate explicitly, whereas an ad-hoc flavor-of-the-day...
Use half-angle formulas to find values of trigonometric functions Question If sin(0) = -2, and is in Quadrant IV, then what is cos )? Simplify your answer completely. Sorry, that's incorrect. Try again? FEEDBACK Content attribution o Eie ê * 5 - 9 W De here to search
I know Graph 1 is not conservative and Graph 2 is conservative
but how can we find vector function F for Graph 2? Because F is
deliberately not given.
Project 1. Fundamental theorem of line integrals amenta al theorem of line integrals: if F is a In our course we learned the conservative vector field with potential f and C is a curve connecting point A to b, then F dr f(B) f(A). Moreover it happens if and only if...
1. The region W is the cone shown below. The angle at the vertex
is 2π/3, and the top is flat and at a height of 3/√3.
Write the limits of integration for ∫WdV in the following
coordinates (do not reduce the domain of
integration by taking advantage of symmetry):
2. Match each vector field with its graph.
I know we are only supposed to post 1 per question however for
this one I have 1 part correct, I just...
ANSWER NEEDED TONIGHT. PLEASE DO ALL PARTS. I know it looks like
a lot, but that's just because there's a lot of text. I need help
on the "Anticipate" and "Do" sections; I can evaluate for myself.
Please explain everything fully and in excruciating detail. Thank
you!
Note: When the problem asks what kind of "beast" something is,
it mean to ask if it's a scalar or vector.
1. Projectile Over an Incline (modified from Taylor 1.39) A bal is...
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