Geometry
Triangles, circles, coordinate geometry, and proof-oriented questions.
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what is ij? 28 l 9 k m 17 j n i o p 28 ij = submit work it out not feel…
26
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what is ij? ij = submit work it out
30
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refer to the figure at the right. 15. draw the line(s) of symmetry in t…
There are two lines of symmetry: one vertical line through the center and one horizontal line through the center. (To be drawn on the figure: a vertical line and a horizontal line…
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what is op? 28 m n o 20 t s 12 r 15 p q op = submit work it out
\(13\)
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write the vector in component form.
\(\langle9,0 angle\)
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what is rs? rs = submit work it out not feeling ready yet? these can he…
\(20\)
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what is no? no = submit work it out not feeling ready yet? these can he…
\(12\)
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what is op? diagram of a triangle with an incircle, labeled points p, q…
7
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write the vector in component form.
\(\langle1,6 angle\)
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what is hi? hi = submit work it out not feeling ready yet? these can he…
1
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what is no? no = submit
3
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what is op? 3 n m l 3 2 q op = submit
1
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what is ot? ot = \\square
\(10\)
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what is pq? learn with an example or watch a video pq = submit work it …
\(3\)
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refer to the figure at the right. 15. draw the line(s) of symmetry in t…
The figure has two lines of symmetry: one vertical line passing through the center (dividing the left and right parts) and one horizontal line passing through the center (dividing…
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what is pq? pq = submit
\(PQ = 3\)
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goal: prove the triangle sum theorem. triangle sum theorem: the three a…
The triangle sum theorem is proven: $m\angle1 + m\angle2 + m\angle3 = 180^\circ$ The completed table is: | STATEMENT | JUSTIFICATION | |-----------|---------------| | Draw line $X…
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what are m∠s and m∠t? m∠s = \\boxed{\\circ} m∠t = \\boxed{\\circ}
\(m\angle S = 96^{\circ}\) \(m\angle T = 78^{\circ}\)
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the movement of the progress bar may be uneven because questions can be…
\(13.8\)
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what are m∠g and m∠h? m∠g = \\boxed{\\circ} m∠h = \\boxed{\\circ}
\(m\angle G = 90^{\circ}\), \(m\angle H=101^{\circ}\)
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m∠e = \\boxed{\\circ} m∠f = \\boxed{\\circ}
\(m\angle E = 106^{\circ}\), \(m\angle F = 76^{\circ}\)
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write the vector in component form.
\(\langle - 10,-1 angle\)
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refer to the figure at the right. 15. draw the line(s) of symmetry in t…
s: 15. Draw one vertical and one horizontal line through the center of the 'H' - shaped figure (along the axes of symmetry). 16. The center of symmetry is the intersection point o…
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what are m∠u and m∠v? t 70° u s 75° v m∠u = ° m∠v = °
\(m\angle U = 110^{\circ}\), \(m\angle V=105^{\circ}\)
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give a pair of corresponding angles, a pair of alternate exterior angle…
(a) Corresponding angles: $\angle 1$ and $\angle 5$ (answers may vary, e.g., $\angle 2$ and $\angle 6$, etc.) (b) Alternate exterior angles: $\angle 1$ and $\angle 8$ (answers may…
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what are m∠r and m∠s? m∠r = \\boxed{\\circ} m∠s = \\boxed{\\circ}
\(m\angle R = 67^{\circ}\), \(m\angle S = 66^{\circ}\)
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solve for x. round to the nearest tenth of a degree, if necessary. tria…
$52.2^{\circ}$
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what are m∠d and m∠e? m∠d = \\boxed{\\circ} m∠e = \\boxed{\\circ}
\(m\angle D = 112^{\circ}\), \(m\angle E = 82^{\circ}\)
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solve for x. round to the nearest tenth of a degree, if necessary. (ima…
\(31.0^{\circ}\)
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5. rectangle abcd is shown with the dimensions given in units. the leng…
B. \(9x - 16>1.5x + 42\)
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$\\overleftrightarrow{kl}$ is tangent to the circle at $m$. find the me…
\(244\)
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determine whether each figure has a line of symmetry. if so, draw the l…
The figure is a regular pentagon.
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solve for ( x ). round to the nearest tenth of a degree,
\(x\approx36.9^{\circ}\)
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vw is tangent to the circle at w. find the measure of ∠uvw. write your …
\(46.5\)
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4. c is the incenter of δxyz. find the lengths indicated. zl = cz = ly …
\( ZL = 20 \), \( CZ = \sqrt{724} \), \( LY = 39 \), \( CN = 18 \), \( CY = \sqrt{1845} \), \( CM = 18 \) (Note: The answer may vary based on diagram interpretation, but this foll…
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$\\overrightarrow{fe}$ is tangent to the circle at e. $\\overrightarrow…
\(82\)
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solve for x. round to the nearest tenth of a degree, if ne (image of a …
\(x\approx42.6^{\circ}\)
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write the vector in component form.
\(\langle - 3,-6 angle\)
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find the measure of minor arc \\(\\overarc{km}\\). write your answer as…
$38$
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19. a regular polygon has rotational symmetry with an order of 5 and a …
Regular Pentagon
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find the measure of ∠ilj. write your answer as a whole number or a deci…
\(102\)
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5. 6. 19. a regular polygon has rotational symmetry with an order of 5 …
The figure is a regular pentagon.
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find the measure of ∠nqo. write your answer as a whole number or a deci…
\(59\)
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trees in a local park are hundreds of feet tall. the height of one of t…
a. The length of \(a\) is approximately \(\boxed{745.2}\) feet. b. The height of the tree \(h\) is approximately \(\boxed{314.9}\) feet.
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solve for x. round to the nearest tenth of a degree, if necessary.
\(x\approx54.5^{\circ}\)
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solve for x. round to the nearest tenth, if necessary. (image of a righ…
\(40.0\)
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solve for x. round to the nearest tenth, if necessary. triangle with ri…
\(x = 4.2\)
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use your protractor, compass and writing utensil to construct the follo…
The constructed obtuse isosceles triangle has vertices A, B, C with AB=AC=2 inches and ∠BAC=120°.
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→jk is tangent to the circle at l. find the measure of ∠jlm. 282° write…
\(39\)
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write the vector in component form.
\(\langle-6,4 angle\)
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find the measure of $\\angle tsw$. image of a circle with center s, poi…
92
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$\\overleftrightarrow{st}$ is tangent to the circle at $u$. find the me…
\(62\)
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learn with an example or watch a video\\(\\overrightarrow{kj}\\) is tan…
\(97\)
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write the vector in component form.
\(\langle-6,5 angle\)
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what is the center of this circle? -10 -8 -6 -4 -2 0 2 4 6 8 10 10 8 6 …
\((-1, - 3)\)
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what is the center of this circle? (□,□)
(0, -8)
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what is the center of this circle? (□,□)
\((-4,0)\)
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find the value of \\( \\sin x \\) rounded to the nearest hundredth, if …
\(0.4\)
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write the vector in component form.
\(\langle-10,8 angle\)
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express \\(\\cos t\\) as a fraction in simplest terms. triangle image w…
$\frac{7}{25}$
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determine whether each figure has a line of symmetry. if so, draw the l…
1. The figure (equilateral triangle) has 3 lines of symmetry. 2. The figure has 2 lines of symmetry. 3. The figure (right - angled scalene triangle) has 0 lines of symmetry. 4. Th…
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find the value of sin r rounded to the nearest hundredth, if necessary.…
\(0.38\)
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find the value of sin d rounded to the nearest hundredth, if necessary.…
\(0.6\)
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determine whether each figure has a line of symmetry. if so, draw the l…
Regular Pentagon
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what is the radius of this circle?
3
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what is the radius of this circle? (image of a coordinate grid with a c…
2
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what is the radius of this circle?
1
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what is the diameter of this circle? (graph with x-axis from -10 to 10,…
2
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what is the radius of this circle?
1
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solve. use the number path and number bonds. 1 2 3 4 5 6 7 8 9 10 11 12…
For \(13 - 9\): - \(13-3 = 10\) - \(10-6 = 4\) - \(13 - 9 = 4\) (the decomposed numbers for \(9\) are \(3\) and \(6\)) For \(14 - 7\): - \(14-4 = 10\) - \(10-3 = 7\) - \(14 - 7 = …
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what is the diameter of this circle? (grid with a circle centered at th…
8
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what is the radius of this circle?
1
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use unit cubes to find the volume of the rectangular prism. complete th…
24 (for cubes in each layer), and layers: 3 (but the question first asks "cubes in each layer" so the answer for that blank is 24.
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use the pythagorean theorem to derive the equation of the circle center…
The triangle in the right graph (second graph) should be used. Horizontal leg length: \(|x - 2|\) (or \(x - 2\) in absolute value form) Vertical leg length: \(|y + 3|\) Hypotenuse…
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write the equation of this circle in standard form.
\((x - 5)^2+y^2 = 25\)
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express tan o as a fraction in simplest terms. (image of a right triang…
\(\frac{7}{24}\)
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write the equation of this circle in standard form.
\((x + 4)^2+y^2=36\)
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write the equation of this circle in standard form.
\(x^2+(y + 6)^2=4\)
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write the equation of this circle in standard form.
\(x^2 + y^2 = 16\)
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write the equation of this circle in standard form.
\(x^2 + y^2 = 4\)
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write the equation of this circle in standard form.
\(x^2 + y^2 = 1\)
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write the equation of this circle in standard form.
\(x^{2}+y^{2}=36\)
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write the equation of this circle in standard form.
\(x^2 + y^2 = 81\)
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complete the pattern. circle : circular rectangle :
rectangular
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write the equation in standard form for the circle $x^{2}+y^{2}-16x + 4…
\((x - 8)^{2}+y^{2}=19\)
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write the equation in standard form for the circle $x^2 + y^2 - 21 = 4y…
\(x^{2}+(y - 2)^{2}=25\)
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find the lengths of w, x, y, and z shown in the figure below if wy = 64…
\( w\approx5.3 \), \( x\approx7.3 \), \( y\approx12.1 \), \( z\approx14.1 \)
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write the equation in standard form for the circle $x^{2}+y^{2}+10y - 3…
\(\boldsymbol{(x - 0)^2 + (y + 5)^2 = 28}\) (or equivalently \(x^2 + (y + 5)^2 = 28\))
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write the equation in standard form for the circle ( x^2 + y^2 - 16x - …
\((x - 8)^{2}+y^{2}=96\)
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write the equation in standard form for the circle $x^2 + y^2 + 8x - 33…
\((x + 4)^{2}+y^{2}=49\)
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what is the center of the circle ( x^2 + y^2 - 20y - 21 = 0 )? simplify…
\((0, 10)\)
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find the lengths of r, s, t, and u shown in the figure below if s + t =…
# Explanation: ## Step1: Analyze the right triangles We have two right triangles here. Let's denote the height of the smaller triangle (with hypotenuse 6) as \( s \) and the heigh…
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what is the center of the circle $x^2 + y^2 = 12x + 28$? simplify any f…
\((6,0)\)
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find the lengths of w, x, y, and z shown in the figure below if xy = 65…
\( w \approx 14.3 \), \( x = 5.2 \), \( y \approx 12.5 \), \( z \approx 20.7 \)
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find the lengths of a, b, c, and d shown in the figure below if a + b =…
\( a\approx3.1 \), \( b\approx18.9 \), \( c\approx3.9 \), \( d\approx19.3 \)
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write the coordinates of the vertices after a rotation 270° countercloc…
C'(9, 4), D'(5, 4), E'(5, 8), F'(9, 8)
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find the lengths of a, b, c, and d shown in the figure below if ac = 40…
\(a\approx5.9\), \(b\approx11.6\), \(c\approx6.8\), \(d\approx17.2\)
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the point l(3, 5) is rotated 90° clockwise around the origin. what are …
(5, -3)
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graph the image of δrst after a reflection over the x-axis.
The image of $\Delta RST$ after reflection over the x-axis has vertices $R'( -6, 10 )$, $S'( -2, 10 )$, $T'( -2, 4 )$.
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graph the image of g(-5, 4) after a reflection over the y-axis.
The image of \( G(-5, 4) \) after reflection over the \( y \)-axis is \( (5, 4) \).