IX. Prove: The segment joining the midpoint of a triangle less than half of the base. (LG)

Q: 2. (a) How many lines of symmetry does a regular octagon have?

A:

Q: Another way to prove the Isosceles Triangle Theorem starts by locating the midpoint of AB and…

A: As per guildlines we can solve one question at a time if you still need answers of all ask them…

Q: 2. Calculate the EXACT length for the sides x and y by "special" triangles properties. 45 y 23

A:

Q: 10. Determine whether AXYZ is scalene, isosceles, or equilateral. work:

A:

Q: 2. The endpoints of the diameter of a circle are M (8, 4) and N (3, 1). Which point is the centre of…

A: It is given that, The endpoint of the diameter of a circle are M(8,4) and N(3,1). We have to find…

Q: quadrilateral TAEO is circumscribed around circle D. The midpoint of = R, and HO = PE. D. Z E If TH…

A: Given figure is: In the given figure, quadrilateral TAEO is circumscribed around circle D. The…

Q: T. B and D are POINTS OF TANGENCY. What is the length of Segment DC? Submit and Explain 8. 5

A:

Q: Find the lengths of the sides of the triangle PQR. P(5, –2, –1), Q(9,0, 3), R(11, –4, –1) Is it a…

A:

Q: How is the radius of the circumcircle found for any triangle? O The distance between the incenter…

A: We have to tell how is the radius of the circumcircle found for any triangle.

Q: 6. Parallelogram ABCD is inscribed in circle O. Find mZA.

A:

Q: A triangle median extends from a vertex of the triangle to the endpoint of the opposite side. O True…

A:

Q: rule explains why these triangles are congruent? K

A: solution:-in triangle ∆MNJ  and  triangle ∆MKJMN=MKNJ=KJMJ=MJ

Q: The median of an isosceles triangle is also a perpendicular bisector. O True O False

A:

Q: rve, A(0,1) and what Is the length of the sement between the points ?

A:

Q: Quadrilateral ABCD is inscribed in circle O as shown below. Which of the following would be used to…

A:

Q: b) Find the angle of the largest right circular cone which can be inscribed in a sphere of radius 9…

A:

Q: 4. Construct the perpendicular bisector of this segment.

A: Given problem:-

Q: Prove in a paragraph proof: If a parallelogram is inscribed in a circle, then it is a rectangle

A: Given: A parallelogram inscribed in a circle. To prove: The parallelogram is a rectangle.

Q: 60

A: We can solve it using the properties of circle as below

Q: _7. When two diameters intersect, they intersect at the center of the circle.

A: Circles

Q: d the area of the following regular polygons. Round all answers to rest 10th. 11. 12. 23 14

A: Given that: A regular pentagon with sides 23                     NOTE: As per our answering…

Q: 3 Find the coordinates of point C on segment [AB], shown below, such that the length of [AC] is - of…

A: Given

Q: Determine if AB is diameter of the circle: 3 E O True O False

A: A diameter is a Line joining from one end to another end of the circle passing through the center.

Q: 2. Classify the triangle by its sides. 7 in, 7 in. obtuse triangle isosceles triangle scalene…

A:

Q: 12. Why are constructions necessary in geometry? to create lines to create shapes to create…

A:

Q: a. What is the length of a semicircle of a circle whose radius is 2 units? b. What is the length of…

A: Length of semicircle ' s circumference plus the diameter .

Q: iven the föllowing rhombus, what is the length of segment BD? 30

A: Find bd

Q: BD is tangent to the circle B. What is the measure of CBD?

A: Solve the following

Q: A circle having a radius of ? =1/2(3 + 2√2) ?? is cut into segments by a chord which is √2 ?? from…

A:

Q: Use similar triangles to find the coordinates of the point Q that divides the segment from P, (x4,…

A:

Q: 10. What is the midpoint of the longest side of the triangle with vertices A(1, 4), B(3, 4) and C(3,…

A: first we will draw the triangle then find the mid point of the larger side

Q: The bases on a baseball diamond are 90 feet apart, and the ront edge of the pitcher's rubber is 60.5…

A: Given, From the above figure, we can observe that,∠B=90° i.e angle formed from the center of front…

Q: 34. Prove that an altitude of an acute scalene triangle cannot bisect the angle from whose vertex it…

A: We will prove that an altitude cannot bisect the angle from whose vertex it is drawn as following.…

Q: 9. A baseball diamond has four right angles and four equal sides. Each side is 90 feet. 2d base What…

A:

Q: Use similar triangles to find the coordinates of the point Q that di- vides the segment from P1(x1,…

A:

Q: The radius of an inscribed circle is a line segment from the incenter to any vertex of the triangle.…

A:

Q: B. Verify if the right triangle formed by (-4,-2). (4,2). (4,4) by using the midpoint and distance…

A: Here the end points of triangle are (-4,-2),(4,2),(4,4). Let us assume (-4,-2) point as A (4,2)…

Q: of a circle is tr?, rence of a circle is he circumference

A: Our  Aim is to express the circumference of circle in terms of Area=?

Q: Figure FGHIJK is a regular hexagon. Segment FK is located at F (1, 2) and K (4, 2). What is the…

A: To determine the perimeter of the hexagon.

Q: 4) A carpenter's square is an L-shaped tool used to draw right angles. You need to cut a circular…

A: When we draw a circle, and when a right angle triangle is inscribed in the circle, then  the…

Q: 7. The sides of quadrilateral PQRS are tangent to the circle at the points as pictured below. What…

A: Use the property of quadrilateral inscribed a circle.

Q: Tiven: DEFG is a rectangle, WE YG, WX YZ Prove: WXYZ is a parallelogram.

A:

Q: Find the distance from the center of the front edge of a pitcher's rubber to the far corner of…

A: From the given information we need to find BA from the triangle AB Triangle ABC is a right angled…

Q: A B 29 сm 16 сm 10cm

A: We know,  tan θ = opposite sideadjacent side

Q: 1. Calculate the EXACT length for the sides x and y by "special" triangles properties. 60 y 3/3

A:

Q: 11. For what value of x is the quadrilateral a parallelogram?

A:

Q: 2. QR is a midsegment of triangle WUV. What is the length of segment QR?

A: Given diagram is QR =?

Q: 24. What is the area of the largest circle contained in an equilateral triangle of area 8/3.

A: Now we will solve the given problem.  we know,     Formula  of circle is = pi*r2