Geometrie
Dreiecke, Kreise, Koordinatengeometrie und Beweisaufgaben.
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solve the inequality and graph the solution on the line provided. -6x +…
$\leq$ Inequality Notation: $x\leq - 3$ For the number - line: Plot a closed circle at - 3 (because the inequality is $\leq$) and shade to the left of - 3.
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solve the inequality and graph the solution on the line provided. 46 - …
<, $x < 5$ On the number - line, draw an open circle at 5 and shade the line to the left of 5.
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solve the inequality and graph the solution on the line provided. 5 + 8…
$\geq$, $x\geq6$ On the number - line, you would place a closed circle at 6 (because the inequality is $\geq$) and draw a line to the right of 6 to represent all the values of $x$…
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1. quadrilateral efgh is a scale drawing of an original figure. the sca…
For part a: Calculate side - lengths $WX=\frac{1}{2}$, $XY = 1$, $YZ = 2$, $WZ=\frac{\sqrt{13}}{2}$ and draw quadrilateral WXYZ. For part b: Calculate side - lengths $AB = 3$, $BC…
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solve the inequality and graph the solution on the line provided. -8 + …
<, $x < 1$ On the number - line, you would draw an open circle at 1 (since the inequality is strict, $x$ cannot equal 1) and shade the line to the left of 1.
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the figure below has a point marked with a large dot. first, rotate the…
Point in original figure: $(-4,-2)$ Point in final figure: $(-2,4)$
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solve the inequality and graph the solution on the line provided. 2x - …
<: < Inequality Notation: $x < 3$ Number Line: Draw an open - circle at 3 on the number line and shade the line to the left of 3.
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solve the inequality and graph the solution on the line provided. -19 +…
$\leq$ Inequality Notation: $x\leq7$ Number Line: Plot a closed - circle at 7 and draw a line to the left.
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solve the inequality and graph the solution on the line provided. -5 + …
> $x>-1$ On the number - line, there is an open circle at - 1 and the line extends to the right.
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solve the inequality and graph the solution on the line provided. -10 +…
$\leq$; $x\leq - 4$ To graph on the number - line: Draw a closed circle at - 4 (because the inequality is $\leq$) and shade to the left of - 4.
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solve the inequality and graph the solution on the line provided. 4x + …
<; $x < - 4$; On the number - line, there is an open circle at - 4 and the line is shaded to the left of - 4.>
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4 squares of the same size are placed side by side to make a single rec…
d) 30 in
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translation reflection rotation none of these translation reflection ro…
First pair: Rotation Second pair: Translation Third pair: Translation Fourth pair: Translation
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solve the inequality and graph the solution on the line provided. 6x + …
<, -6 On the number - line, you would place an open circle at - 6 (because the inequality is strict, i.e., $x$ is less than but not equal to - 6) and shade the line to the left of…
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for each pair of figures below, choose how they are related. translatio…
1. None of these 2. Reflection 3. Rotation 4. Reflection
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solve for x and graph the solution on the number line below. 6x > 60 an…
> $x>10$ To graph on the number - line, draw an open circle at 10 (because 10 is not included in the solution set) and draw an arrow to the right to represent all numbers greater …
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for each pair of figures below, choose how they are related. translatio…
First pair: Rotation Second pair: Reflection Third pair: Translation Fourth pair: Reflection
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solve for x and graph the solution on the number line below. \\(\\frac{…
$\leq$; $x\leq6$ On the number line, you would place a closed circle at 6 (because the inequality includes equality, i.e., $x$ can be 6) and draw a line to the left of 6 to repres…
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solve for x and graph the solution on the number line below. -6 ≤ x - 1…
$\geq$, $x\geq5$. On the number - line, put a closed circle at 5 and draw an arrow to the right.
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for each pair of figures below, choose how they are related. translatio…
Translation Reflection Translation Rotation
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solve for x and graph the solution on the number line below. -3x < 27 a…
> $x>-9$ On the number - line, you would plot an open circle at - 9 (since the inequality is $>$ and not $\geq$) and draw an arrow to the right.
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a circular lid has a diameter of 24 cm. a = π · 12² the area of the lid…
$144\pi$
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solve for x and graph the solution on the number line below. -10x > -90…
$<$; $x<9$ (For graphing on number - line: Draw a number line. Mark a open circle at 9 (open because the inequality is $<$ not $\leq$) and shade the line to the left of 9 to repre…
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a flat circular top has a diameter of 34 cm. fill in the blanks. you ca…
907.46
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a = π·9². the area of the circle is about square inches.
$254.34$
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solve the right triangle shown in the figure. a = 53.9°, c = 51 a. what…
$a\approx41.19$
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you can use 3.14 as an approximation for π. a = π·19² the area of the l…
$1133.54$
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a flat circular lid has a diameter of 38 cm. find its approximate area.…
The equation to find the area is $A = \pi\times19^{2}$ and the approximate area is $1133.54$ $cm^{2}$
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a circle has a radius of 12 inches. find the area of the circle. you ca…
452.16
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solve the right triangle shown in the figure to the right. round length…
$a = 27.89$ $c = 52.36$
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solve for x and graph the solution on the number line below. x - 6 < -2…
<: $x < 4$ Number Line: Plot an open - circle at 4 and draw a line to the left.
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a circle has a radius of 12 inches. find the approximate area of the ci…
$144\pi$
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solve the right triangle shown in the figure to the right. round length…
$B = 58.5^{\circ}$ $a\approx27.86$ $c\approx52.76$
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solve the right triangle shown in the figure to the right. round length…
$a = 20.19$ $c = 32.02$
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solve the right triangle shown in the figure to the right. round length…
$B = 51.2^{\circ}$ $a\approx20.19$ $c\approx32.02$
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use a sketch to find the exact value of the following expression. cos(s…
B. $\frac{2\sqrt{2}}{3}$
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use a sketch to find the exact value of the following expression. cot(s…
$\frac{5}{12}$
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use a sketch to find the exact value of the following expression. \\(\\…
$\frac{11}{60}$
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select the correct answer. in the given diagram, m || n. prove ∠1 ≅ ∠5.…
C. $\angle7\cong\angle5$
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type the correct answer in the box. use numerals instead of words. if n…
7
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julia is using this figure to prove that triangle abc is an isosceles t…
C. \(AC = BC\) because of the perpendicular bisector theorem
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select the correct answer. in the diagram, transversal l cuts parallel …
B. $m\angle3 = m\angle6$
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select the correct answer from each drop - down menu. in the figure, a …
First blank: Alternate Exterior Angles Theorem Second blank: Linear Pair Postulate
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17. in the standard (x,y) coordinate plane, the midpoint of $overline{a…
A. -4
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kathy is looking to fill a part of a park with sand. the shape below re…
140
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mrs. goldstein is making shapes out of paper for a geometry project. ho…
90 square centimeters
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mrs. goldstein is making shapes out of paper for a geometry project. ho…
60 square centimeters
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mrs. goldstein is making shapes out of paper for a geometry project. ho…
80
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a company is looking to cover a floor in their office with wood. how ma…
72
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whats the area of the figure? the area of this figure is 37 square cent…
37 square centimeters
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solve on paper if you need to. then, enter your answer on zearn. the ar…
37
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find the area of the figure. the area of the small rectangle is 14 squa…
34
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find the area of the figure. the area of the figure is □ square units.
24
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1. label the x and y axes. 2. label each of the points in the pre - ima…
The points of the image are \((1,-3)\), \((1,-5)\), \((-1,-3)\), \((-1,-5)\)
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find the area of the figure. the area of the figure is square units.
12
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find the area of the figure. the area of the figure is □ square units.
14
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chapter 08: aplia homework: perfect competition in the short run, at a …
The firm will choose to produce 70,000 watches per day. The area of the rectangle represents the firm's profit, and the profit is $\$2800000$ per day.
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find the area of the figure. (sides meet at right angles.)
$63$ $cm^2$
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find the area of the figure. (sides meet at right angles.)
30
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e area of the figure. (sides meet at right angles.)
$95$
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find the area of the figure. (sides meet at right angles.)
115
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suppose that the market for sports watches is a perfectly competitive m…
60,000
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this shape is made up of one - half - circle attached to a square with …
$68.55$ inches
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this shape is made up of one - half circle attached to an equilateral t…
The perimeter of the entire shape is about 60.69 inches.
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applying circumference this shape is made up of one half - circle attac…
26.69
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this shape is made up of one half - circle attached to an equilateral t…
53.38
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applying circumference this shape is made up of one half - circle attac…
The two side - lengths of the equilateral - triangle part are 17 inches each, and the length of the semi - circular arc is 26.69 inches.
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this shape is made up of one - half - circle attached to an equilateral…
25
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find the missing measurements for each circle. you can use 3.14 as an a…
Diameter: 22.6 cm, Circumference: 70.964 cm
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figure u is the result of a transformation on figure t. which transform…
A rotation 90° clockwise about the origin
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figure i is the result of a transformation on figure h. which transform…
A rotation 180° counterclockwise about the origin
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find the missing measurements for each circle. you can use 3.14 as an a…
Diameter: 22.6 cm, Circumference: 70.964 cm
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figure t is the result of a transformation on figure s. which transform…
A rotation 180° clockwise about the origin
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3. calcule laire latérale de ce solide. identifie correctement où se tr…
$80$ $cm^{2}$
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which transformation would take figure a to figure b? answer a reflecti…
A reflection over the y - axis
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which transformation would take figure a to figure b? answer a counterc…
A. A counterclockwise rotation of 270° about the origin
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which transformation would take figure a to figure b? answer a clockwis…
A reflection over the y - axis
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which transformation would take figure a to figure b? answer a counterc…
A counterclockwise rotation of 270 about the origin
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which transformation would take figure a to figure b? answer a clockwis…
A clockwise rotation of 180 about the origin
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find the missing measurements for each circle. the radius of the circle…
Circumference: $65.94$ cm Diameter: $21$ cm
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find the missing measurements for each circle. you can use 3.14 for π. …
Radius: 13.60 cm Circumference: 85.308 cm
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find the perimeter of the following shape rounded to the nearest tenth
11.3
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right triangle abc is located at a(-1, -2), b(-1, 1) and c(-5, 1) on a …
$(x + 1)^2+(y + 2)^2=25$
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box a has a volume of 512 cubic meters. box b is similar to box a. to c…
$64$ cubic meters
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what is the formula for the surface area of a sphere? a = 2πr a = 4πr² …
B. \(A = 4\pi r^{2}\)
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calculate the value of bd correct to 2 decimal places.
$8.87$
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calculate the value of bd correct to 2 decimal places.
$34.43$
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use the given information to prove that m∠2 = m∠3. given: m∠rst = m∠vut…
\(m\angle2 = m\angle3\)
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calculate the value of bd correct to 2 decimal places.
$13.06$
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calculate the value of bd correct to 2 decimal places.
$10.05$
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find the value of x, correct to 1 decimal place.
$20.3$
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graph the image of the polygon after a reflection in the line y = x.
Plot the points obtained by swapping the $x$ and $y$ coordinates of the original polygon's vertices and connect them to form the reflected polygon.
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find the value of x, correct to 1 decimal place.
$94.7$ m
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find the value of x, correct to 1 decimal place.
$9.9$
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find the value of x, correct to 1 decimal place.
$53.2$
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find the value of x, correct to 1 decimal place.
$53.2$
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plot the point (-2,0) in the rectangular coordinate system. plot (-2,0).
The point $(-2,0)$ is located 2 units to the left of the origin on the x - axis.
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find the value of x, correct to 1 decimal place.
$22.6$
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find the value of x, correct to 1 decimal place.
$50.2$
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calculate the value of ab, correct to 2 decimal places.
$11.47$