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Home Question Bank Math Geometry Archive 2025 January 14

Geometry Questions from Jan 14,2025

Browse the Geometry Q&A Archive for Jan 14,2025, featuring a collection of homework questions and answers from this day. Find detailed solutions to enhance your understanding.

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Si la sección transversal de un prisma rectangular tiene un área de 24 cm² y la altura del prisma es de 10 cm, ¿cuál es el volumen del prisma? Gabby wanted to build a fish farm in her fedroom. She had a tank with a length of 5 feet and a width of 7 feet. What is the area and perimeter of her fish farm? 15.) Segment \( D E \) is a midsegment of \( \triangle A B C \). Refer to the diagram to determine the coordinates of \( D \) and \( E \). 13. In \( \triangle Q R S, m \angle Q=55^{\circ} \), and \( m \angle R=86^{\circ} \). In \( \triangle T U V, m \angle T=55^{\circ} \), and \( m \angle V=39^{\circ} \). Is \( \triangle Q R S \sim \triangle T U V \) ? Explain. 14. The ratio of the angle measura. 18. (58) Line \( x \) is tangent to \( \odot C \) at \( G \), and line \( y \) passes through \( C \). Lines \( x \) and \( y \) intersect at \( H \). If \( m \angle C H G=52^{\circ} \), determine \( m \angle H C G \). (1) Choose ALL of the true statements. (1) \( \square \) Perpendicular lines meet at right angles (1) \( \square \) Perpendicular lines will never meet (1) \( \square \) Vertical lines go straight across (1) \( \square \) Vertical lines meet at right angles (1) Choose ALL of the true statements. (1) \( \square \) Perpendicular lines meet at right angles (1) \( \square \) Perpendicular lines will never meet (1) \( \square \) Vertical lines go straight across (1) \( \square \) Vertical lines meet at right angles The figure has perimeter \( 14 \sqrt{2} \mathrm{ft} \). Find the value of \( x \), and then approximate the value to 1 decimal place. Part: \( \mathbf{0} / \mathbf{2} \mathrm{ft} \) Part 1 of 2 The value of \( x \) is ft. L'altezza \( C H \) di un trapezio rettangolo \( A B C D \) è uguale alla base minore \( D C \) ed è lunga 8 cm . Determina sulla diagonale minore \( A C \) un punto \( P \) tale che sia verificata l'uguaglianza: \( 2 \overline{C P}^{2}-2 \overline{D P}^{2}=\frac{4}{11}\left(3 \overline{A P}^{2}+\overline{P H}^{2}\right) \). 7. [4 балла] В векоторой полуплоскости из точки \( O \) вьгодят четқре луча \( O A \), \( O B, O C \) и \( O D \) и образуют несколько утлов, причём угол \( A O B \) равен \( 96^{\circ} \). Известно, что два луча - бпссектрисы каких-то из получившихся углов. Найдите все возможные значения угла СОП и сделайте чертёж для каждото случая, отметив равные углы. L'altezza CH di un trapezio rettangolo \( A B C D \) d uguale alla base minore \( D C \) ed è lunga 8 cm . Determina sulla diagonale minore \( A C \) un punto \( P \) tale che sia verificata l'uguaglianza: \( 2 \overline{C P}^{2}-2 \overline{D P}^{2}=\frac{4}{11}\left(3 \overline{A P}^{2}+\overline{P H}^{2}\right) \). UN PASSO IN PIŨ Se la base maggiore è i \( \frac{7}{4} \) della
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