Case 2

Q: A punch bowl is in the shape of a hemisphere (half of a sphere) with a radius of 9 inches. The cup p...

A: Given information:A punch bowl in in the shape of a hemisphere (half of a sphere) with the radius of...

Q: 38. Find the component form and magnitude of the vector with beginning point at (-2, 1) and end poin...

A: It is given that, the vector begins from point (-2,-1) and terminates at point (1,3).

Q: What is cos 12 degrees to the nearest tenth?

A: so nearest tenth place is 7.

Q: 3. Meg Mara In the figure, a bird (at point B) is 36 feet above the ground. Meg is 60 feet from the ...

A:

Q: prove Theorem 4P.1 Theorem 4P.1 There are exactly six lines in the four-point geometry.

A: The known fact is that in four point geometry, any two distinct points have exactly one line on both...

Q: Show that T: z --> 1/z is the transformation of the complex plane with the point 0 removed. Find ...

A: Let z = x+ i y is a complex number and the given transformation is T(z)=1/z of the complex plane wit...

Q: Determine the volume of the three-dimensional figure. 13 m 17 m 13 m The volume of the three-dimensi...

A: The given 3-dimensional figure has a triangle at its base and on the top.

Q: 35. Find the perimeter of the triangle. Round to the nearest tenth. 5 cm 109° 9 cm a. 25.6 cm b. 21 ...

A: Consider the given triangle as follows.

Q: A hotel owner wants to re-tile his lobby. Use the diagram shown to the right to determine the area t...

A: Consider the given diagram:

Q: INS SCROLL LOCK DEL F1O FII F12 & 6. BACK SPACE .8 9. R T E F G н ENTER A SHIFT ALT ALT CTRL 6. In t...

A: (p)  ATSC is a cyclic quadrilateral :

Q: Given: line CB ∥ line ED; line CB ≅ line EDProve: triangle CBF ≅ triangle EDF using isometric (rigid...

A: To prove the triangle CBF ≅ triangle DEF using isometric transformations.

Q: Building a garden that is 17 x 20 want to pour a 3 ft wide concrete sidewalk around garden bed need ...

A: Refer to the question, we have to calculate the length of wood needed in feet in the garden of dimen...

Q: A 12-ft ladder leans against the side of a house. The bottom of the ladder is 6ft from the side of t...

A: Given 12ft ladder leans against the side of a house and the bottom of the ladder is6ft from the side...

Q: What additional information would be necessary to prove that the two triangles, triangle XBY and tri...

A: Given:

Q: Geometry Question

A: Note: Hi there! Since you have posted a question with multiple subparts, we will solve first three s...

Q: Given the figure (I attached a screen shot), how do I prove that triangle AED is congruent to triang...

A: Given a triangle ABC with midpoints D,E,F of sides AC, AB, BC which forms one more triangle as shown...

Q: A circle has a radius of 10cm. If an arc of this circle has a degree measure of 330 degrees, find th...

A: Given:Radius = 10cmDegree = 330⁰ 

Q: If the original sphere has a volume of 136 mm, find the diameter of a sphere with a surface area rat...

A: Given:

Q: The congruency of rMNO and rXYZ can be proven using a reflection across the line bisecting . However...

A: Prove that the triangles are congruent using two column proof and triangle congruency theorems

Q: line CE has E is (-3,-2) and D is (2,10 find C

A: A line CE has a midpoint D which is (2, 10) and E is (–3, –2).

Q: How much dirt is there in a hole 11 meters long, 7 meters wide, and 5 meters deep?

A: Find the amount of dirt is there in hole.

Q: A line segment is divided in two​ segments, such that the ratio of the long segment to the short seg...

A: We have given,A line segment divided into two segments. Such that ratio of long segment to short seg...

Q: The legs of a right triangle have the lengths of 7 and 24. The bisector of the right angle divides t...

A: Let x be the length of the shortest side. In triangle ABC, B is the right angle.Find out angle A usi...

Q: Find the distance traveled by a particle with position (x, y) as t varies in the given time interval...

A: Find the distance traveled by a particle with position (x, y) as t varies in the given time interval...

Q: An engineer is 980 feet from the base of a fountain. The angle of elevation to the top of the column...

A: Let x be the height of the fountain. The angle of sight to the top of the fountain is 29.7 degrees. ...

Q: Please write detail explaination, approach and so on

A: The diagram of the circuit board is shown below.

Q: Need help solving this problem please.

A: Given,

Q: A rectangular pool is 30 feet wide and 40 feet long. It is surrounded on all four sides by a wooden ...

A: Given,Length of the pool = 40 ftWidth of the pool = 30 ftWidth of wooden deck = x ftSo, the overall ...

Q: Find the surface area and volume of the figure. Approximate t by 3.14. Do not include the area of th...

A: Lateral height of the cone is=L

Q: 6. Lauriann and Kinsey are in charge of the annual pizza party. In the past, they’ve always ordered ...

A: Diameter of the pizza is 12 inchesIts radius is half of diameter and therefore is equals to 6 inches...

Q: 2u-11=3

A: Add 11 to both sides

Q: How do you find the apothem of a polygon?

A: First, let's understand what an apothem is. Apothem is the line that connects the center of the poly...

Q: Please help with the 2 questions in the picture

A: The bisector of one of the equal angles of an isosceles triangle forms with opposite side an angle o...

Q: A circle is graphed in the xy-plane. If the circle has a radius of 3 and the center of the circle is...

A: Equation of circle with center=(h,k) and radius= r is (x-h)^2+(y-k)^2=r^2

Q: 24. What is the value of y to the nearest tenth? a. 5.4 b. 5.5 C. 5.6 d. 5.7

A: Recall the following fact.

Q: Prove that in any triangle ABC, the medians are concurrent.

A: Known Fact:The formula of co-ordinates of the point dividing the line segment joining two given poin...

Q: Find the total surface area of the right trapezoidal prism, where b1 = 17, b2 = 12, x = 11, y = 9, a...

A: The given measures are b1 = 17, b2 = 12, x = 11, y = 9, and h = 16.Total surface area of the right t...

Q: An open box can hold 80 cm³. It is made from a square piece of tinplate with 3 cm squares cut from e...

A: To determine the dimension of the original piece of tinplate.

Q: The hypotenuse of a 30-60-90 triangle is 30. What is the length of one of it's legs?

A: Given triangle have angle 30-60-90, hypotenuse = 30Hence it is right angle triangleSo,legs if base c...

Q: Please provide solution to the attached question on 3D Geometry.

A: From the given equations of line in Cartesian form, we can write down direction vector and a point o...

Q: What is the fomula for the volume of a sphere?

A: A sphere is a set of points in space that are a given distance r from the center.

Q: One foot is 12 inches. Does this mean that 1 square foot is 12 square inches? Draw a picture showing...

A: We know that 1 foot is equal to 12 inches.So, 1 square foot = 1 foot × 1 foot = 12 inches × 12 inche...

Q: A sign in an elevator in France indicates that it's maximum weight capacity is 300 kilograms. What i...

A: The maximum weight capacity of the elevator is 300 kilograms.

Q: 7. Use the moving and additivity principles to de- termine the area, in square inches, of the shaded...

A: we first assume a big square outside. That has sides= 2 inchesSo area of it = 2x2 = 4 square inches

Q: in? Find the surface area and volume of the solid. Use 3.14 for T. Surface Area (Round to the neares...

A: To determine the surface area and volume of the sphere.

Q: mikaela placed a frame around a print that measures 10 inches by 10 inches. the are of just the fram...

A: The dimension of the print is given as 10 inches by 10 inches.Then, the area of the print is, 

Q: What are the basics to Geometry ?

A: Geometry is the mathematics involving points, lines, curves. Hence, the basics of geometry starts wi...

Q: Solve:   2^(2x-5)=7^(3x-7)

A: Given information:The given equation is  

Q: Find the volume of each regular pyramid and right cone. Round any decimal answers to the nearest hun...

A: Formula used:Volume of right circular cone 

Q: How do you solve questions 5 and 6, step by step please?

A: To determine the value of x and angle z.

Angles in Circles

Angles within a circle are feasible to create with the help of different properties of the circle such as radii, tangents, and chords. The radius is the distance from the center of the circle to the circumference of the circle. A tangent is a line made perpendicular to the radius through its endpoint placed on the circle as well as the line drawn at right angles to a tangent across the point of contact when the circle passes through the center of the circle. The chord is a line segment with its endpoints on the circle. A secant line or secant is the infinite extension of the chord.

Arcs in Circles

A circular arc is the arc of a circle formed by two distinct points. It is a section or segment of the circumference of a circle. A straight line passing through the center connecting the two distinct ends of the arc is termed a semi-circular arc.