Geometry
Triangles, circles, coordinate geometry, and proof-oriented questions.
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problem 8. select which type of polygon this figure is. after you pick …
A. trapezoid
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(a) problem 7: (first taught in lesson 51) select which type of polygon…
A. trapezoid
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problem 6: lesson 51) select which type of polygon this figure is. afte…
B. isosceles trapezoid
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find the area of the shape shown below. the total area is _ square cent…
\(29\)
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complete this sentence with the best of the choices given. the diagonal…
C. congruent
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problem 3: complete this sentence with the best of the choices given. t…
B. bases
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lets draw some transformatio warm - up transformed here are three image…
1. \( l;M \) 2. \( 4;P \) 3. \( 2;D \)
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given: △abc is not isos - celes; ap does not equal ac; pc does not equa…
5. Assume \(\triangle APC\) is isosceles. 5. Definition of isosceles triangle. 6. If \(\angle1=\angle2\), \(BP = BP\) (common side), and if \(AP = PC\) (from the wrong assumption …
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given: \\( \\triangle abc \\) is not isos - celes; ap does not equal ac…
The reason for \(\angle1\cong\angle2\) is given. For statement 5 (assuming we are following the indirect proof steps), the statement could be "Assume \(\triangle APC\) is isoscele…
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complex sentences combine at least one independent and one dependent cl…
- "Some tales say the wizard Merlin helped Arthur, but others don't include Mer": compound. - "Because he freed the sword from the stone, Arthur proved he was the tru": complex.
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given: △abc is not isos - celes; ap does not equal ac; pc does not equa…
1. Assume \(\triangle APC\) is isosceles. 2. A statement is either true or false. 3. If \(\triangle APC\) is isosceles, then either \(AP = AC\) or \(PC = AC\) or \(AP=PC\), but \(…
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for each figure, identify any lines of symmetry the figure has.
The first figure (Yin - Yang symbol) has no lines of symmetry. The second figure has 2 lines of symmetry (a vertical and a horizontal line through the center of the figure). The t…
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given: abcd is an isos - celes trapezoid with (overline{ab} cong overli…
2. \(\angle BAD\cong\angle CDA\); 3. \(AD\cong DA\); 4. \(\triangle ABD\cong\triangle DCA\) (by SAS), \(AC\cong BD\) (CPCTC)
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find the measure of \\( \\angle 4 \\), and state the postulate or theor…
C. \(115^{\circ}\), Consecutive Interior Angles Theorem.
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problem 2: (first taught in lesson 51) in an isosceles trapezoid, the t…
True
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problem 1: (first taught in lesson 51) a trapezoid is a quadrilateral w…
B. False
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given: fghj is an isos- celes trapezoid with \\( \\overline { fj } \\co…
4. Reason: Side - Angle - Side (SAS) congruence criterion. 5. Statement: \(\overline{FH}\cong\overline{GJ}\); Reason: Corresponding Parts of Congruent Triangles are Congruent (CPC…
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given: fghj is an isos - celes trapezoid with (overline{fj}congoverline…
2. \(\angle FGH\cong\angle JHG\) 3. \(\triangle FGH\cong\triangle JHG\); SAS (Side - Angle - Side) congruence criterion
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1 for each figure, identify any lines of symmetry the figure has. 2 in …
a. Because in a reflection over line \(AC\) (the line of symmetry), the line segment \(BD\) (connecting a point \(B\) and its image \(D\)) is perpendicular to the line of symmetry…
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practice d: (first taught in lesson 51) find y. after you enter your an…
\(75\)
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1 for each figure, identify any angles of rotation that create symmetry.
The first figure has a rotation angle of \(180^{\circ}\) for symmetry. The second figure has a rotation angle of \(180^{\circ}\) for symmetry. The third figure has no non - \(360^…
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give the location of seattle as an ordered pair $(x,y).$
\((x,y)=(-9,11)\)
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4. a cube has length of 7 cm a width of 8 cm and a height of 2 cm. what…
El volumen del objeto es \( 56\ \text{cm}^3 \).
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practice problems 1 quadrilateral abcd is congruent to quadrilateral ab…
First, translate quadrilateral \(ABCD\) so that \(B\) coincides with \(B'\). Then, rotate the translated quadrilateral about \(B'\) until \(BA\) aligns with \(B'A'\). This sequenc…
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1 e 3 f 9 5 g r t 15 s
$\triangle EFG\sim\triangle TRS$ por el criterio SAS de semejanza.
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4.6 assigned work - applications 4. find an expression for the perimete…
- **a)** - Perimeter: \(12x + 4\) - Area: \(8x^{2}-6x - 35\) - **b)** - Perimeter: \(16x-54\) - Area: \(15x^{2}-109x + 182\)
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capítulo 2a fecha guided practice activities 2a - 2 subject pronouns (c…
C: 1. ellas 2. él 3. usted 4. usted 5. ustedes 6. ellas 7. ellos 8. ustedes 9. ella 10. ellos D: 1. ella 2. ellos 3. él (assuming male - coded) 4. yo 5. nosotras
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the map below shows streets that form different types of lines. which s…
B. Cherry St. and Apricot St.
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© 2024 kuta software llc. solve for x. 7)
\(x = 7\)
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warm - up math talk: supplementary angles mentally evaluate all of the …
The missing angle in the first figure is \(130^{\circ}\) and the missing angle in the second figure is \(115^{\circ}\).
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current skill show answer (10) use the image shown above to determine t…
For angles 4 and 5: Alternate Interior. For angles 4 and 8: Corresponding.
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name: mukaya ela buzz correctly spell each word. underline the idiom. t…
- **Spelling**: - "werthy" → "worthy" - "miths" → "myths" - "sware" → "swore" - **Idiom**: Underline "wouldn't budge", means "wouldn't move or change position". - **Sentence Types…
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sw || tv. find tu. tu =
\(36\)
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ple 3 try it! use the converse of the isosceles triangle theorem 3. use…
a. \(x = 3\) b. The lengths of the sides are \(23\), \(17\), and \(17\).
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sw || tv. find tu. tu =
# Explanation: ## Step1: Find the length of \( VU \) Since \( WU = 28 \) and \( WV = 12 \), then \( VU=WU - WV \). \( VU=28 - 12=16 \) ## Step2: Use the basic proportionality theo…
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elena and diego are working together on this problem: here is a figure …
The angle formed between the angle bisectors is a right angle.
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find gj. gj =
# Explanation: ## Step1: Use the property of mid - segment in a triangle Since \(IK\) is a mid - segment of \(\triangle HJG\) (because \(IK\) is parallel to \(HG\) and \(I\) and \…
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proof 3 given: ( abcong bc ) and ( d ) is the midpoint of ( ac ) prove:…
| Statement | Reason | |--|--| | \(AB = BC\) | Given | | \(D\) is the mid - point of \(AC\), so \(AD=CD\) | Definition of mid - point | | \(BD = BD\) | Common side | | \(\triangle…
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in circle b with ( mangle abc = 66^{circ} ) and ( ab = 12 ), find the a…
# Explanation: ## Step1: Recall the formula for the area of a sector The formula for the area of[SSE Completed, Client Connection Error][SSE Completed, Client Connection Error][SS…
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1. which quadrant is point f in? a. i b. ii c. iii d. iv
B. II
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identify the sentence structure error in each example by writing r (run…
- First sentence: F - Second sentence: R - Verb tenses: - James: will be staying - Skylar: was playing - I: am healing - Capitalization: My nurse, Ms. Kaur, suggested I read *101 …
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6. determine whether each transformation preserves only length, angle m…
a. BOTH b. BOTH c. BOTH d. ANGLE MEASURE 7. A. \((x,y)\to(-y + 4,x-6)\)
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triangle congruence proofs practice proof 1 given: \\( \\overline { a d…
For Proof 1: $\triangle ADE\cong\triangle CDF$ by ASA. For Proof 2: $\triangle ACD\cong\triangle BCD$ by SAS.
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3. what is the length of a rectangle that has a width of 8 centimeters …
The length is 32 cm.
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3. write a coordinate rule for the dilation. rule:
\((x,y)\to(\frac{1}{2}x,\frac{1}{2}y)\)
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name: assessment (4.4 to 4.6): similarity 1. graph (\triangle abc) with…
The coordinates of the dilated triangle \(\triangle A'B'C'\) are \(A'(-4,2)\), \(B'(-4,-2)\), \(C'(4,-4)\). Graph \(\triangle ABC\) with vertices \(A(-2,1)\), \(B(-2,-1)\), \(C(2,…
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a prism has a height of 10 centimeters and a base area of 49 square cen…
490
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a prism has a height of 10 centimeters and a base area of 40 square cen…
400
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name: assessment (4.4 to 4.6): sim 1. graph (\triangle abc) with vertic…
The coordinates of the dilated triangle \(A'B'C'\) are \(A'(-4,2)\), \(B'(-4,-2)\) and \(C'(4,-4)\)
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4.6): similarity and transformations 3. write a coordinate rule for the…
B. Rotation of \(270^{\circ}\) clockwise about the origin followed by a dilation centered at \(R\) with scale factor of \(3\).
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assessment (4.4 to 4.6): similarity and transformations 1. graph \\( \\…
2. D. reflection in the \(x\) - axis, followed by a dilation with a scale factor of \(4\). 4. B. Rotation of \(270^{\circ}\) clockwise about the origin followed by a dilation cent…
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a rectangular prism has a height of 10 centimeters and a base area of 1…
150
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these televisions are similar. find w. 54 36 12
\(18\)
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8 multiple choice 1 point identify the point or line of symmetry. x = 0…
A. \(x = 0\)
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7 multiple choice 1 point determine if the graph below has point symmet…
no symmetry
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calculate the missing measurement. ∠y = ?°
\(35^{\circ}\)
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6 multiple choice 1 point if the graph has point symmetry identify the …
\(x = 1\)
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write a rule for the translation that maps each figure to its image. 2.…
2. \((x,y)\to(x,y + 4)\) 3. \((x,y)\to(x + 2,y-5)\)
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5 multiple choice 1 point determine if the graph below has point symmet…
line symmetry
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1. graph \\( \\triangle a b c \\) with vertices \\( a ( 2,1 ), b ( - 1,…
4. A. \((x,y)\to(x + 4,y-3)\) 5. A. \(A(6,-10),B(6,-4)\), and \(C(9,-3)\)
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name: pd. date: geometry chapter 4 review 1. graph (\triangle abc) with…
The original triangle \(\triangle ABC\) has vertices \(A(2,1)\), \(B(-1,2)\), \(C(-2,-1)\). After the first translation \((x,y)\to(x - 1,y - 3)\), the vertices are \(A_1(1,-2)\), …
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find the area of a circle with a radius of 8 centimeters. use 3.14 for …
200.96
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name: geometry chapter 4 review 1. graph \\( \\triangle a b c \\) with …
A. \((x,y)\to(x + 4,y - 3)\)
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select all of the correct statements about the unchanged properties of …
B. Circle \(A\) and circle \(A'\) have the same area.; C. The radii of circle \(A\) and circle \(A'\) have the same lengths.
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enter the correct answer. these tables are similar. find w. 26 13 w 7
$14$
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a formula to find the angle measures of a triangle is given. 180 = 2x +…
\(x=\frac{180 - y}{2}\)
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find the indicated trigonometric ratio. 1) tanθ 2) sinθ 3) cosθ 4) tanθ…
1. \(\frac{20}{21}\) 2. \(\frac{8}{17}\) 3. \(\frac{4}{5}\) 4. \(\frac{1}{2}\) 5. \(\frac{4\sqrt{17}}{17}\) 6. \(\frac{4}{5}\)
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enter the correct answer. these televisions are similar. find w. 9 16 48
\(27\)
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select all of the correct statements about the unchanged properties of …
D. None of the above
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these trophies are similar. find w.
\(20\)
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these shapes are similar. find x. 2 5 x 4 10 12
\(x = 6\)
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these backpacks are similar. find h.
$H = 54$
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taylor is putting a fence around his triangular flower bed. the perimet…
\(2x + 5+x - 4+2x\geq100\)
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5 multiple choice 2 points which term describes the set of all possible…
5. D. Range 6. C. 78.50
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find the surface area of the sphere shown below. 10 mm use 3.14 or a ca…
\(314.00\) \(mm^{2}\)
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graph the inequality below on the number line. $y\\geq0$ -11 -10 -9 -8 …
On the number line, place a closed circle at \(0\) and draw an arrow extending to the right from \(0\).
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qr is the image of qr after a dilation by a scale factor of 3 centered …
\( 15 \)
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let \\( \\overline { u } = \\langle 4,1 \ angle, \\overline { v } = \\l…
\(\langle\frac{33}{8},\frac{11}{8} angle\)
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solve the inequality and graph the solution on the line provided. 7 + 4…
Inequality Notation: \(x\leq - 1\) To graph \(x\leq - 1\) on the number line: - Place a closed circle at \(-1\) (because the inequality includes equality, \(\leq\)). - Shade the l…
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in the diagram below, $angle yzxcongangle wvx$ and $\triangle zxv$ is a…
4. Vertical angles theorem; 5. ASA (Angle - Side - Angle) congruence criterion
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solve the inequality and graph the solution on the line provided. -4x -…
Inequality Notation: \(x > - 2\) For the number line: Draw an open circle at \(-2\) (because the inequality is strict, \(x eq - 2\)) and shade to the right of \(-2\) since \(x\) …
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what is the surface area? 7 yd 7 yd 4 yd square yards submit
\(210\)
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a baseball team manager is trying to determine how the angle at which a…
\(171\)
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dibuja 4 puntos como vértices a tu gusto y conéctalos para formar un cu…
# Explicación: ## Paso 1: Calcular la distancia entre los puntos Para calcular la distancia entre dos puntos \((x_1,y_1)\) y \((x_2,y_2)\), se usa la fórmula \(d = \sqrt{(x_2 - x_…
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select all of the correct statements about the unchanged properties of …
A. \(\overline{BC}\) and \(\overline{B'C'}\) are both perpendicular to the \(y -\)axis; B. \(\angle B\) and \(\angle B'\) have the same measures; C. The perimeters of \(\triangle …
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a rectangle has a length of 7xy and a width of 12xy. what is the area o…
\(84x^{2}y^{2}\) (the second option)
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assignment 8: problem 6 (1 point) if $a=(6, - 2)$ then what is the vect…
The vector from the origin to \(A\) is \(\langle6,-2 angle\). The vector from \(A\) to the origin is \(\langle-6,2 angle\).
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can \\( \\triangle a b d \\) be proved congruent to \\( \\triangle c d …
\(\boxed{BD\cong DB}\), \(\boxed{AD\cong CB}\), \(\boxed{\angle ADB\cong\angle CBD}\)
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write the perimeter of the triangle as a simplified polynomial. then fa…
The perimeter of the triangle is \(6x^{2}+43x + 7\) and its factored form is \((6x + 1)(x + 7)\)
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solve the inequality and graph the solution on the line provided. 7 + 8…
Inequality Notation: \(x > - 2\) For the number - line: - Place an open circle at \(x = - 2\) (because the inequality is \(>\), not \(\geq\)). - Shade the line to the right of \(x…
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beth has been hired to paint vistaville city hall, which has six large,…
\(1432.57\) square feet
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beth has been hired to paint vistaville city hall, which has six large,…
\(1422.56\) square feet
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what is the surface area of this figure? write an exact answer in terms…
\(108\pi\)
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the lateral area of a cylinder is 112π square feet. the diameter of the…
\(8.62\)
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in circle d, de = 7 and m∠edf = 45°. find the length of (overset{\frown…
\(\frac{7\pi}{4}\)
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what is the surface area of this figure? round your answer to the neare…
327.96
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which venn diagram accurately represents the information in the followi…
The first Venn - diagram (where "Equilateral" is a circle inside the "Isosceles" circle, and "Isosceles" is inside the "Triangles" rectangle) is the correct one.
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jen has a small wooden house that she wants to decorate. she plans to s…
\(135\) (rounded to the nearest whole number. If we calculate \(8.96+30 + 96=134.96\approx135\))
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in circle a, ab = 11 and m∠bac = 20°. find the length of (overparen{bc}…
\(\frac{11\pi}{9}\)
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the area of a rectangle can be found by multiplying the width, 8 cm, by…
\(8(x - 6)\), \(8x - 48\)