Géométrie
Triangles, cercles, géométrie analytique et démonstrations.
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question 2 of 10 a line segment may have more than one midpoint. a. tru…
B. False
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independent agencies use pages 36 and 37 of the student text to complet…
1. nonprofit organization 2. Congress 3. Cabinet departments 4. Social Security 5. FDIC 6. employees 7. rules 8. Cabinet departments 9. employees 10. corporation
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the length of a rectangle is 11 m less than three times the width, and …
Length: 14 m Width: 5 m
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multiple choice circle the best answer, and write the letter in the bla…
1. C. both of the above 2. D. all of the above 3. C. Attorney General 4. A. Secretary of Homeland Security 5. D. 15
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the cabinet use pages 34 and 35 of the student text to complete the wor…
1. Department of the Treasury 2. four 3. Cabinet 4. two 5. Senate 6. false 7. true 8. false 9. true 10. true
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the length of a rectangle is six times its width. if the perimeter of t…
$294$
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graph the set of numbers given in interval notation. then write the ine…
The correct graph is the one with an open - circle at \(-1\) and an arrow pointing to the left. The inequality statement is \(x < - 1\). Without seeing the exact details of graphs…
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solve the inequality and graph the solution. -3x≤6. choose the correct …
A. A number line with a closed - circle at $-2$ and an arrow pointing to the right.
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5. use the pythagorean theorem to find the distance between (-7, 7) and…
$16.3$
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4. use the pythagorean theorem to find the distance between (-7, 9) and…
$7.3$
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4. use the pythagorean theorem to find the distance between (-7, 0) and…
$2.8$
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3. use the pythagorean theorem to find the distance between (6, -1) and…
$15.1$
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2 use the pythagorean theorem to find the distance between (3, 0) and (…
$7.2$
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1. use the pythagorean theorem to find the distance between (10, 0) and…
$19.2$
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look at this graph: what is the y - intercept?
3
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powers of the president use pages 31 and 32 of the student text to comp…
1. A. make an executive agreement 2. B. carrying out the laws 3. B. two - thirds 4. D. all of the above 5. C. Executive orders
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5. find the length of the hypotenuse of the right triangle. 15 ft 20 ft…
$25$ ft
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number of questions: 5 4. find the length of side a of the right triang…
20 in
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audio en espanol q - id: 13864 ©2020 ascent education 40 30 45 50 55 43
50
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2. find the length of the hypotenuse of the right triangle. 12 ft c 5 f…
13 ft
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look at this graph: what are the coordinates of the vertex?
(2, - 6)
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number of questions 5 1 find the length of side n of the right triangle…
4 yards
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look at this graph: what is the y - intercept?
9
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look at this graph: what is the y - intercept?
-5
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look at this graph: what are the coordinates of the vertex?
(0, 0)
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question 1 1 pts the process of communication can best be visualized as…
D. two - way street
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look at this graph: what are the coordinates of the vertex?
(2, - 9)
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5. the graphite in a pencil has a diameter of 1.5 millimeters and is su…
17 mm
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if you are given the opposite side and hypotenuse, which trig function …
D. sine
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3. paula was swimming laps in her new pool. she knew that the pool was …
Approximately 68.15 inches
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20/31 choose the correct ratio. sin(33)=x/14 cos(33)=14/x cos(33)=x/14 …
A. $\sin(33)=x/14$
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what equation can be used to solve for x? tan(40°)=19/x sin(40°)= x/40 …
Cos(40°)=x/19
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use the unit circle, along with the definitions of the circular functio…
$2$
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use the unit circle, along with the definitions of the circular functio…
A. $\sin(-\pi)=0$ A. $\cos(-\pi)=-1$ A. $\tan(-\pi)=0$
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use the unit circle, along with the definitions of the circular functio…
A. $\sin(-\pi)=0$ A. $\cos(-\pi)=-1$ A. $\tan(-\pi)=0$
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the total number of degrees, d, in an n - sided polygon is given by the…
A. $n=\frac{D}{180}+2$
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triangles can be formed in an octagon by connecting any 3 of its vertic…
56
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convert the following radian measure to degrees. - 3.08168 - 3.08168 ra…
$-176^{\circ}34'$
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a rotating beacon is located at point a next to a long wall. (see the f…
$5.1$
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convert the radian measure to degrees. 2 2 radian(s) = ° (round to the …
$114^{\circ}35'$
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anthony kicked a pile of slushy snow on the sidewalk. he missed the war…
hurt
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anthony kicked a pile of slushy snow on the sidewalk. he missed the war…
hurt
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anthony was required to make a presentation. he missed the warm weather…
hurt
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alices backyard is a rectangular piece of property that is twice as lon…
C. 22.4 m
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he walked to the front of the class, quietly laid the box on a table, a…
B. "This quilt shares my family history, and each stitch holds together our memories."
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examine the figure below. if the m∠3 = 134°, find the indicated angle m…
$m\angle7 = 134^{\circ}$ because $\angle3$ and $\angle7$ are CA. $m\angle5 = 134^{\circ}$ because $\angle3$ and $\angle5$ are AIA. $m\angle2 = 46^{\circ}$ because $\angle3$ and $\…
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solve the inequality 4x < -8x + 12. write your answer as an inequality …
Inequality Notation: \(x<1\) Graph: Use an open - circle at \(x = 1\) and draw an arrow to the left. Interval Notation: \((-\infty,1)\)
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anthony kicked a pile of slushy snow on the sidewalk. he missed the war…
A. He is excited to have a plan and looks forward to presenting it.
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his story, her story, my story anthony kicked a pile of slushy snow on …
A. "This quilt shares my family history, and each stitch holds together our memories." (paragraph 9)
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find the perimeter of the parallelogram with these vertices. (3, 6), (-…
$16 + 2\sqrt{58}$
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find the value of x. if necessary, you may learn what the markings on a…
\(x = 32\)
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a rectangular prism and its net are shown below. the top and bottom of …
(a) $A = 9$ yd $B = 5$ yd $C = 2$ yd $D = 2$ yd (b) $110$ yd² (c) $146$ yd²
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a triangle is placed in a semicircle with a radius of 8 mm, as shown be…
$36.48$ mm²
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you are shown ∠mno below whose measure is 62°. draw an angle bisector o…
Dibujar un rayo desde el vértice $N$ de modo que forme dos ángulos de $31^{\circ}$ cada uno con $\overrightarrow{NM}$ y $\overrightarrow{NO}$ respectivamente.
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a company manufactures aluminum mailboxes in the shape of a box with a …
4595
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the cone and cylinder shown below have congruent bases and equal height…
(a) $18$ (b) $54$ (c) $\frac{1}{3}$; This equation is true for all cylinders and cones with congruent bases and equal heights.
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find the surface area of this triangular prism. be sure to include the …
$270$ $m^{2}$
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what is the area of the rhombus?
80
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(a) find the area of the following (in square units). the dark rectangl…
(a) The dark rectangle (on the left): 21 The light rectangle (on the right): 7x (b) As a sum of two areas: 21 + 7x As a product of the length and width: 7(3 + x)
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answer the following questions. (a) in △abc, m∠a = 30° and m∠b = 56°. i…
(a) $m\angle C = 94^{\circ}$, $m\angle F = 94^{\circ}$ (b) Without actual ruler - measurement, we cannot provide values. (c) Without actual side - length values, we cannot provide…
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(a) find the area of the following (in square units). the light rectang…
(a) - The light rectangle (on the top): $4x$ - The dark rectangle (on the bottom): $36$ (b) - As a sum of two areas: $4x + 36$ - As a product of the length and width: $4(x + 9)$
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consider △abc and △def shown below. answer the following questions. (a)…
(a) $m\angle C = 94^{\circ}$, $m\angle F = 94^{\circ}$ (b) (Values depend on actual ruler - measurement, assume $AB = a$, $BC = b$, $CA = c$, $DE = d$, $EF = e$, $FD = f$) (c) $\f…
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for the equation x² + y² - 6x - 8y - 11 = 0, do the following. (a) find…
(a) The center is $(3,4)$. The radius is $r = 6$. (c) A. The intercepts are $(3 + 2\sqrt{5},0),(3 - 2\sqrt{5},0),(0,4 + 3\sqrt{3}),(0,4 - 3\sqrt{3})$
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find the surface area of a cylinder with a height of 9 in and a base di…
$138.16$ in$^{2}$
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the following figure is a rectangle made up of two smaller rectangles. …
(a) The dark rectangle (on the left): $8x$ The light rectangle (on the right): $40$ (b) As a sum of two areas: $8x+40$ As a product of the length and width: $8(x + 5)$
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(a) find the area of the following (in square units). the dark rectangl…
(a) The dark rectangle (on the left): No se puede determinar sin conocer la longitud del lado horizontal. The light rectangle (on the right): No se puede determinar sin conocer la…
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in rhombus abcd below, ae = 11 cm and be = 9 cm. find the area of the r…
$198\ cm^{2}$
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(a) find the area of the following (in square units). the dark rectangl…
(a) The dark rectangle (on the top): 14 The light rectangle (on the bottom): 7x (b) As a sum of two areas: 14 + 7x As a product of the length and width: 7(2 + x)
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the large solid below is made from small cubes. each has a side length …
(a) 30 (b) $\frac{1}{125}$ (c) $\frac{6}{25}$
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part a. values for the area a of the rectangle shown are 12 ≤ a ≤ 36. p…
$2\leq x\leq6$
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using the compass and ruler, construct a congruent angle with vertex a.…
The constructed angle with vertex \(A'\) is congruent to the given angle.
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write the standard form of the equation and the general form of the equ…
The standard form of the equation of this circle is $(x + 4)^2+(y + 3)^2=4$. The general form of the equation of this circle is $x^{2}+y^{2}+8x + 6y+21 = 0$.
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2) if the area of a rectangle is 20 square meters, then the length is 1…
True, the width is 2 meters.
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dana reflects point a(2,5) across line $ell$ to get image point a(6,1).…
$y=x - 1$
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consider the figure, where line segment mn is parallel to line segment …
Since \(m\angle1 + m\angle2 + m\angle3 = 180\), \(m\angle1 = m\angle4\), and \(m\angle3 = m\angle5\), we can prove that \(m\angle4 + m\angle2 + m\angle5 = 180\).
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the diagram below is being used to build a ramp at a skatepark. what is…
40°
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consider the circle centered at the origin and passing through the poin…
(a) $x^{2}+y^{2}=25$ (b) $(-3,\sqrt{21})$: No $(7,0)$: No $(0,-5)$: Yes $(\sqrt{7},1)$: No
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in the diagram below points g, h, and i are collinear. which conjecture…
$\angle GHK\cong\angle KHI$ is not necessarily true.
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if (mangle adb = mangle bdc) and (cdperp ae), which is a valid conclusi…
I and II only
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what is the relationship between the slope of line q and the slope of l…
The slope of line \(q\) is the opposite reciprocal of the slope of line \(p\).
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consider the figure, where line f is parallel to line g. which statemen…
Angles 1, 2, and 3 combine to form a straight line, so $m\angle1 + m\angle2 + m\angle3 = 180^{\circ}$. Since lines $f$ and $g$ are parallel, $m\angle1 = m\angle5$ and $m\angle3 = …
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angles 1, 2, and 3 combine to form a straight line, so m∠1 + m∠2 + m∠3 …
The first two statements (where the Alternate Interior Angles Theorem is used for substitution) are correct. The third statement is incorrect as it uses the Same - Side Interior A…
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in this figure, lines a, b, c, d, and e intersect as shown. based on th…
B. \(c\) and \(e\)
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the piece of art below was created with strings of different lengths st…
Angle 1 and Angle 2 are vertical angles.
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parallel lines m and n are cut by transversal t. which statement is alw…
\(\angle1\) and \(\angle6\) are supplementary, and \(\angle3\) and \(\angle7\) are congruent.
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enter the answer in the space provided. transversal s intersects parall…
$-1$
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enter the answer in the space provided. fractions should be entered in …
$\frac{1}{2}$
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use the compass and ruler to construct the perpendicular bisector of th…
The constructed line through the intersection points of the arcs is the perpendicular bisector of $\overline{AB}$.
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question 10 (fill - the - blank worth 1 points) (05.02 lc) find the tan…
$\frac{12}{5}$
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question 9 (fw - the blank worth 1 point) if the cos of angle x is 8/17…
$\frac{8}{17}$
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question 7(multiple choice worth 1 points) (05.02 mc) if sin(y°) = cos(…
$w = x$ and $\triangle ABC\sim\triangle FED$
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triangle bac was dilated from triangle bde at a scale factor of 2. what…
$\frac{2}{3.61}=\frac{4}{7.22}$
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question 4(multiple choice worth 1 points) (05 02 mc) in triangle jkl, …
$\frac{3}{4}$
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question 3 (fill - in - the - blank worth 1 points) (05.02 lc) find the…
$\frac{5}{13}$
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question 2 (fill - in - the - blank worth 1 points) (05 02 lc) find the…
$\frac{15}{17}$
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3. what is the volume of a cone, in cubic feet, with a height of 1 foot…
A. $\frac{1}{48}\pi\ ft^{3}$
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point g is the midpoint of $overline{ef}$, where e is located at (-19, …
9
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point h lies on $overline{fg}$, where f is located at (-3.5, -11) and g…
$-11$
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question 1 (multiple choice worth 1 points) (05 02 mc) if sin∠x = cos∠y…
$18^{\circ}$
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rs has endpoints r(-11, 10) and s(-6, -5). point t divides rs such that…
\((-8,1)\)