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📐 geometry

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Rectangle Four Squares 5A4096
1. The problem is to construct a rectangle that can be divided into four identical squares. 2. To solve this, we need to understand that four identical squares arranged together fo
Rectangle Four Squares 271F9F
1. **Problem statement:** Construct a rectangle that can be divided into four identical squares. 2. **Understanding the problem:** A rectangle divided into four identical squares m
Chung Minh Goc Vuong 8Cbd52
1. Vấn đề: Chứng minh góc $\angle FDO = 90^\circ$. 2. Công thức và quy tắc: Để chứng minh góc vuông, ta cần chứng minh rằng hai đoạn thẳng tạo thành góc đó vuông góc, tức là tích v
Tiep Tuyen Duong Tron C5537E
1. **Đề bài:** Cho đường tròn $(O)$ và điểm $A$ nằm ngoài đường tròn. Từ $A$ vẽ hai tiếp tuyến $AB$, $AC$ với tiếp điểm $B$, $C$. Vẽ đường kính $BD$ của đường tròn $(O)$; $AD$ cắt
Find Dc Bd Bc71D3
1. **Problem statement:** Find the lengths of $DC$ and $BD$ in the given figure where $BD$ is perpendicular to $BA$ and $DC$ is parallel to $BA$. 2. **Given:**
Triangle Area 9503C5
1. **Problem Statement:** Find the area of a triangle with base $b$ and height $h$. 2. **Formula:** The area $A$ of a triangle is given by the formula:
محور مختصات 3075C3
1. مسئله: رسم محور x و y در دستگاه مختصات دکارتی. 2. محور x (محور افقی) خطی است که از چپ به راست کشیده شده و مقدار y در آن صفر است.
Pond Bank Area C727Cf
1. **Problem Statement:** A rectangular pond has a length of 75 metres and a breadth of 50 metres. A uniform bank of width 4 metres is built all around the outside of the pond. Ins
Angle Sum 9Fc4E1
1. The problem is to find the sum of two angles: 45 degrees and 60 degrees. 2. The formula for the sum of angles is simply addition: $$\text{Sum} = \theta_1 + \theta_2$$
Circle Point Position Ce34Ff
1. সমস্যাটি হলো একটি বৃত্তের সমীকরণ $b(x,y) = x^2 + y^2 = 4$ এবং একটি বিন্দু $(4,3)$ এর অবস্থান নির্ণয় করা। 2. বৃত্তের সমীকরণ $x^2 + y^2 = r^2$ যেখানে $r$ হলো বৃত্তের ব্যাসার্ধ। এ
Vector Assertions 9B8Fbb
1. **Énoncé du problème :** Vérifier la véracité des affirmations vectorielles données et écrire leurs réciproques en précisant si elles sont vraies ou fausses.
Triangle Vertex Angle B352Bd
1. **State the problem:** We have a triangle with angles labeled as follows: the top vertex angle is 80 degrees, the left base angle is $2x - 6$, and the right base angle is $3x +
Surface Area 0F29Ba
1. **Stating the problem:** We need to find the surface area of a rectangular prism (cuboid) with length $24$ cm, width $12$ cm, and height $18$ cm.
Triangle Angles F3C95C
1. **State the problem:** We are given a triangle LMN with area 133 cm², side LM = 16 cm, and side MN = 21 cm. We need to find the angles \(\angle LMN\) and \(\angle MNL\). 2. **Re
Distance Recalculation 55D7F6
1. Énonçons le problème : recalculer la distance indiquée en jaune. 2. La distance entre deux points dans un plan peut être calculée avec la formule de la distance :
Distance Angle 30 0Db8Cb
1. Énonçons le problème : Calculer la distance en jaune associée à un angle de 30° dans un cercle ou une configuration géométrique donnée. 2. Formule utilisée : Pour une distance l
Triangle Area 5A40E0
1. **Problem statement:** Calculate the area of the shaded portion of the triangle with two equal sides of length 8 cm and an included angle of 54°. 2. **Formula used:** The area $
Cyclic Quadrilateral 174470
1. **Problem:** Find the value of the angle given choices 150°, 120°, 75°, 60°. Since no specific question is stated, we move to the next problem.
Exterior Angle Bisector 38A37E
1. **Stating the problem:** We have triangle ABC with an exterior angle bisector AD' at vertex A. We are given that segment D'C is longer than AC and segment D'B is longer than AB.
Quadrilateral Area 248F44
1. **Problem statement:** We have a quadrilateral with equal diagonals. The segments joining the midpoints of opposite sides have lengths 13 and 7. We need to find the area of this
Shaded Fraction 542Bba
1. **Problem Statement:** We need to find the fraction of the whole large square that is shaded in part (a). 2. **Understanding the figure:** The large square is divided into 4 equ