Topic
Q:
2. Determina la ecuación general, el centro y
ei radio de la circuncerencia que pasa par ios
puntos \( P(1,-7), Q(2,-8) \) R \( (7,-7) \)
Q:
Un poste de 10 m de altura se afirmará mediante cables desde la parte más alta hasta
dos puntos ubicados en el suelo, a 3 m y 4 m del poste. Aproximadamente, ¿cuánto cable
ie necesita?
Q:
The exterior angles of triangle \( U V W \) are \( \angle X, \angle Y \), and \( \angle Z \), and they are adjacent to \( \angle \mathrm{U}, \angle \mathrm{V} \), and \( \angle \mathrm{W} \), respectively.
If \( \mathrm{m} \angle \mathrm{V} \) is \( 99^{\circ} \), and \( m \angle X \) is \( 155^{\circ} \), what is \( m \angle W \) ?
A. \( 25^{\circ} \)
B. 124
C. \( 99^{\circ} \)
D. \( 56^{\circ} \)
Q:
Which of these side lengths makes the triangle acute?
Q:
Some children decide to play a game of tag. The boundaries of the game form a
triangle with side lengths 24 meters, 74 meters, and 70 meters.
Classify the triangle.
Q:
Which of these side lengths makes the triangle right?
80
80
Q:
Para tejer chales a telar, Patricia quiere construir un bastidor de madera en forma de
triángulo isósceles. Si la base debe medir 120 cm y la altura 80 cm , ¿cuánta madera
necesita para hacer el bastidor?
Q:
1. Dada la ecuacion \( x^{2}+y^{2}-10 x+4 y+17=0 \)
Analiza si representa la ecuación de una circun-
ferencia, si es asi determinalas coordenaidas
del centro y el radio.
Q:
Write the ratio of circles to triangles.
The shapes are of two types of shapes: circles and
triangles. The part-to-part ratio of circles to triangles
is the number of circles compared to the number of
triangles.
Q:
PRACTICE
(1) Determine the area of the circle, given each measurement. Use 3.14 for \( \pi \) and
to the nearest hundredth.
\( \begin{array}{ll}\text { (a) Diameter: } 8 \mathrm{in} . & \text { (b) Radius: } 10 \mathrm{in} .\end{array} \)
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