Download Madhyamik Math Suggestion 2023 PDF
You can download the Madhyamik Math Suggestion 2023 PDF for free using the direct download link given at the bottom of this article.
| File name | Madhyamik Math Suggestion 2023 PDF |
| No. of Pages | 11 |
| File size | 502 KB |
| Date Added | Mar 2, 2023 |
| Category | Education |
| Language | English |
| Source/Credits | Drive Files |
Overview of Madhyamik Math Suggestion 2023
Madhyamik Math Suggestion is a collection of important topics and questions that are expected to appear in the Madhyamik Mathematics examination. It is a reference guide for students to prepare for the exam and score good marks. The suggestion includes important chapters and topics along with the weightage of each topic.
It also contains sample questions, previous year question papers and model test papers to help students understand the exam pattern and difficulty level. The Madhyamik Math Suggestion is usually prepared by experienced teachers and subject experts who have a good understanding of the examination pattern and curriculum.
Drawing symbols
- Draw a triangle with sides 5 cm, 6 cm and 8 cm and draw a circumcircle of the triangle.
- Draw a square of area equal to an equilateral triangle of side 7 cm.
- Find the value of √12 geometrically.
Theorem
- Write and prove the Pythagorean Theorem.
- Prove that the subtended angle subtended by an arc of a circle is twice the subtended angle subtended by that arc.
- Two chords AB and AC of a circle are equal. Prove that the bisector of ∠BAC is bisector.
- Quadrilateral PQRS is parallelogram. Prove ∠PQR=90°.
- ABCD is a circumscribed quadrilateral. The extended sides AB and DC intersect at point P. Prove – PA * PB = PC * PD
- ABC is an isosceles triangle with ∠C right angle. If D is any point on AB, prove that AD2 + BD2=2CD2
Arithmetic
- Supriya, Uma and Megha started a business with capital of Rs 6000, Rs 8000 and Rs 9000 respectively. After a few months Supriya invested another 3000 rupees. At the end of the year the total profit was Rs.3000 and Megha got a dividend of Rs.1080. Find out when Supriyo invested Rs.3000.
- Simple interest and compound interest for 2 years on any capital at 4 percent per annum is Rs.80. Determine capital.
- If the interest period is 6 months, find the compound interest and interest-principal on Rs.16000 in one and a half years at the rate of 10 percent compounded annually.
- Ramen Babu deposits Rs 370000 in three banks. The annual simple interest rates of the three banks are 4%, 5% and 6% respectively. After one year the total amount of interest in the three banks is equal. How much money did he deposit in any bank?
- A and B started a business with Rs 3000 and Rs 5000 respectively. After 6 months A gives another Rs 4000 to the business, but after 6 months B withdraws Rs 1000. If the profit is Rs.6175 in a year, find out who will get how much.
Limit
- A rectangular cone has a diagonal height of 7 cm and a total surface area of 147.84 cm2. What is the radius of the cone?
- The hypotenuses of the right angles of a right triangle are 6 m and 4 m respectively. Find the volume and surface area of the cone formed by rotating the hypotenuse of the right triangle about its axis.
- A right circular cone has height 20 cm and base radius 4 cm. The cone is bisected by a plane parallel to the ground through the mid-height. What is the volume of the base of the cone?
- A solid perpendicular circular rod of cross-sectional radius of length 3.2 decm is melted to form 21 solid spheres. The radius of the spherical rods is 8 cm, but what is the length of the rod?
- Find the ratio of the volumes of a right circular cone, a right circular cone and a sphere of equal length diameter and equal height.
- When the angle of elevation of the sun changes from 45° to 60°, the length of the shadow of a telegraph pole changes by 4 m. Find the length of the shadow of the pillar when the angle of elevation is 30°.
- The heights of the two pillars are 180 meters and 60 meters respectively. If the angle of elevation of the base of the second pillar to the top of the first is 60°, find the angle of elevation of the base of the first to the top of the second.
- The height of the two towers is 180 meters and 60 meters respectively. If the angle of elevation of the top of the first tower from the base of the second tower is 60°, find the angle of elevation of the top of the second tower from the base of the first tower.
