Finding the Tangent to a Unit Circle

by | Feb 9, 2025 | Math

Home $Finding;the;Tangent;to;a;Unit;Circle$ Answer 1 Daniel Carter The problem is to find the equation of the tangent to a unit circle at a given point.Given a unit circle with the equation:$x^2 + y^2 = 1$and a point ((a, b)) on the circle. Since ((a, b)) is on the...

Given that the point on the unit circle corresponding to the angle θ is (-3/5, -4/5), determine the value of θ in radians, ensuring that θ lies within the interval [0, 2π) Describe your method and calculations in detail

by | Feb 9, 2025 | Unit Circle

Home ”Given Answer 1 Lily Perez Given the point on the unit circle $left( -frac{3}{5}, -frac{4}{5} right)$, we need to determine the angle $theta$ in radians.First, note that the x and y coordinates tell us which quadrant the angle is in. Both coordinates are...

Given a point P on the unit circle at an angle θ (in radians) from the positive x-axis, find the coordinates of P if θ is transformed by the function f(θ) = 2θ + π/4 Also, identify the new x and y coordinates after the transformation

by | Feb 9, 2025 | Unit Circle

Home Given a point P on the unit circle at an angle $ heta $ (in radians) from the positive x-axis, find the coordinates of P if $ heta $ is transformed by the function $ f( heta) = 2 heta + frac{pi}{4} $. Also, identify the new x and y coordinates aft Answer 1 Ella...