Geometry Questions from Dec 04,2024

Browse the Geometry Q&A Archive for Dec 04,2024, featuring a collection of homework questions and answers from this day. Find detailed solutions to enhance your understanding.

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Teresa needs to cut a triangular piece of tile for a mosaic. In order to cut it properly, she needs to know the measure of the unknown angle? \( { }^{\circ} \) as shown in the figure. The lengths of \( K L, L M \), and \( M K \) are 105 millimeters, 123 millimeters, and 182 millimeters respectively. What is the value of the unknown angle? (Round your answer to the nearest degree if necessary.) Given your sister's incomplete text, "Meet me at the trails located at \( (-2 \), " Explain why the trails must be in quadrant 2 or quadrant 3 . Question In \( \triangle \mathrm{BCD}, \mathrm{CD}=4, \mathrm{DB}=9 \), and \( \mathrm{BC}=12 \). Which list has the angles of \( \triangle \mathrm{BCD} \) in order from smallest to largest? Contexto. Este formato de pregunta incluye un enunciado principal y cuatro posibles respuestas, de las cuales unicamente una es la correcta. Enunciado: En la forma general, la ecuación del plano que contiene los puntos \( P(-3,1,2), Q(4,-6,5), R(1,3,-5) \) es. Seleccione una: \( \begin{array}{l}42 x+61 y+42 z-16=0 \\ 43 x+61 y+42 z-16=0 \\ 61 x+43 y+42 z-16=0 \\ 43 x+42 y+60 z-16=0\end{array} \) If \( R V=x+6, U S=5 x-9 \), and \( R S=11 \), find \( V T \) and \( S T \). 32. Keenan leans a 10 -foot ladder against the house he is painting. The ladder forms a right triangle with the house and the ground. A. How can you use the Pythagorean Theorem to find how high the ladder can reach on the house? B. Write and solve an equation to find how high the ladder can reach on the house. Round your answer to the nearest tenth of a foot. C. How far above the top of the ladder must Keenan be able to reach in order to paint a spot 12 feet above the ground? The linear equation \( y=3 x+2 \) has slope 3 and \( y \)-intercept 2. Sketch the graph. (Select the correct graph.) This figure has - \( \begin{array}{l}\text { (F) point and line symmetry } \\ \text { (G) point symmetry only } \\ \text { (H) neither poirtiznor line symmetry } \\ \text { (I) line symmetry only } \\ \end{array} \) Find the slope of the line containing the points \( P_{1} \) and \( P_{2} \). (If an answer is undefined, enter UNDEFINED.) \[ P_{1}(4,2), P_{2}(3,4) \] Need Help? Read It Watch it Find the slope of the line containing the points \( P_{1} \) and \( P_{2} \). (If an answer is undefined, enter UNDEFINED.) \[ P_{1}(9,-3), P_{2}(5,1) \]
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