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Post New Question
All Questions
+0
236088 Questions
0
32
1
+1911
Help with counting
A speech class has $4$ freshmen and $3$ sophomores. (Everyone is distinguishable.) In how many ways can they stand in line, so that all the sophomores are standing together?
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tomtom
Dec 29, 2023
Dec 28, 2023
+1
46
3
+44
Please Help
Dogs in the GoodDog Obedience School win a blue ribbon for learning how to sit, a green ribbon for learning how to roll over, and a white ribbon for learning how to stay. There are dogs in the school.
62 have blue ribbons, 68
read more ..
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omgitsme
Dec 28, 2023
0
42
1
+1475
Angle
In the diagram below, P is a point inside square ABCD. Find x.
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kittykat
Dec 28, 2023
0
21
1
+1475
dilation
Let $G$ be the center of equilateral triangle $XYZ.$ A dilation centered at $G$ with scale factor $-\frac{1}{5}$ is applied to triangle $XYZ,$ to obtain triangle $X'Y'Z'.$ Let $A$ be the area of the region that is contained in both triangles
read more ..
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kittykat
Dec 28, 2023
0
41
1
+1475
Angles
Two lines $p$ and $q$ intersect at $X$. The angle between lines $p$ and $q$ is $45^\circ$. Let $A$ be a point inside the $45^\circ$ angle formed by $p$ and $q$. Let $B$ be the reflection of $A$ through line $p,$ and let $C$ be the reflection
read more ..
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kittykat
Dec 28, 2023
0
28
1
+1475
help me plz
Let $ABCD$ be a square with side length $1.$ A laser is located at vertex $A,$ which fires a laser beam at point $X$ on side $\overline{BC},$ such that $BX = \frac{1}{2}.$ The beam reflects off the sides of the square, until it ends up at another
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kittykat
Dec 28, 2023
0
38
0
+1475
rotation
Let $A_1 A_2 A_3 \dotsb A_{15}$ be a regular polygon. A rotation centered at $A_4$ with an angle of $\alpha$ takes $A_7$ to $A_{12}$. Given that $\alpha < 180^\circ$, find $\alpha,$ in degrees.
kittykat
Dec 28, 2023
0
29
0
+1475
Dilation
A dilation with scale factor $k$ takes figure A to figure B. Find the sum of all possible values of $k$.
kittykat
Dec 28, 2023
+2
31
1
+20
Geometry Question
in triangle ABC, D is a point on the side BC such that DC = 2BD, and the areas of the triangles ABF and DEF are 6 and 2, respectively. What's the area of triangle AEF? Not for a homework question.
read more ..
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ethanyessir
Dec 28, 2023
0
50
0
+1475
polygon
In how many ways can the polygon be placed back into the hole, if the polygon can be rotated and/or reflected?
kittykat
Dec 28, 2023
+2
30
0
+1475
polygon
The regular polygon below is cut out of a flat piece of cardboard. The polygon is then placed back into the hole.
In how many ways can the polygon be placed back into the hole, if the polygon can be rotated, but not reflected?
kittykat
Dec 28, 2023
+1
21
0
+1475
dilation
Point $B$ is the image of point $A$ under a dilation with center $O$. If $OB = 30$, and the scale factor of the dilation is $5$, then what is $OA$?
kittykat
Dec 28, 2023
+1
37
1
+83
help
In the diagram below, triangle ABC is inscribed in the circle and AC=AB. The measure of angle BAC is 42 degrees and segment ED is tangent to the circle at point C. What is the measure of angle ACD?
<
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Atlas
Dec 28, 2023
Dec 27, 2023
0
42
1
+1557
frustum
Find the total surface area and the volume of the conical frustum below.
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parmen
Dec 27, 2023
0
20
1
+1557
Cone
The circular sector below is rolled to form a cone. Find the volume of the cone.
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parmen
Dec 27, 2023
0
39
0
+1557
3d geo
Let $A$ be the lateral surface area of the cone below, and let $B$ be the lateral surface area of the cylinder below. Find $\frac{A}{B}.$
parmen
Dec 27, 2023
+1
47
0
+1557
cone
The cone below has a lateral surface area of $16 \sqrt{5} \cdot \pi$. Find the volume of the cone.
parmen
Dec 27, 2023
-1
25
1
+1557
solid
Triangle $ABC$ below is rotated completely around side $\overline{BC}$, sweeping out a solid in space. Find the volume of the solid.
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parmen
Dec 27, 2023
0
44
0
+1557
sphere
A spherical ball fits snugly inside a cylindrical jar, so that the ball touches the top and bottom of the jar, and the sides of the jar. The volume of the cylinder is $\pi/174$. What is the volume of the sphere?
parmen
Dec 27, 2023
-1
57
0
+1557
sphere
A plane and a sphere intersect in a circle that has an area of $14 \pi$. The distance between the plane and the center of the sphere is units. Find the surface area of the sphere.
parmen
Dec 27, 2023
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