Marathi patralekhan

By -
Marathi patralekhan

पत्रलेखन

प्र.शाळेचा विद्यतार्थी या नात्याने गावकऱ्यांच्या या त्रासातून मुक्तता करण्यासाठी फणसवाडीचे विद्यार्थी श्रमदानने रास्ता दुरुस्त करू इच्छितात. यासंबंधीच्या विनंती करणारे पत्र मुख्याध्यापकांना लिहा.

Comments

Post a Comment

Popular posts from this blog

Gene Editing:The Future

By -
Image
Gene editing Gene editing: The future Introduction Gene editing is a rapidly evolving field with the potential to revolutionize medicine. By changing the DNA of cells, gene editing can be used to treat or even cure diseases, improve agricultural yields, and create new products. There are two main types of gene editing: CRISPR-Cas9: This is a relatively new gene editing technology that is very precise and efficient. CRISPR-Cas9 uses a protein called Cas9 to cut DNA at a specific location. This allows scientists to insert, delete, or replace genes. ZFNs and TALENs: These are older gene editing technologies that are not as precise as CRISPR-Cas9. However, they are still effective and are used in some clinical trials. Gene editing has the potential to treat or even cure a wide range of diseases, including: Cancer: Gene editing could be used to target and kill cancer cells. Inherited diseases: Gen
Read more

New trail

By -
Image
YouTube Video Downloader import matplotlib.pyplot as plt # Sample data for a line graph x = [1, 2, 3, 4, 5] y = [2, 5, 7, 1, 3] # Create the line graph plt.plot(x, y) # Add labels and title plt.xlabel("X-axis Label") plt.ylabel("Y-axis Label") plt.title("Line Graph") # Display the graph plt.show()
Read more

Math Algebra Practicals (10th)-I,II,III

By -
Image
HTML Practical No.1 Aim: On a graph paper, draw a line parallel to the $X$- axis or $Y$- axis. Write coordinates of any four points on the line. Write how the equation of the line can be obtained from the coordinates. [Instead of parallel lines, lines passing through the origin or intersecting the $X$ or $Y$- axis can also be considered] Requirement: Graph paper,scale, eraser,pen,pencil Procedure: 1]A line equation $y=2$ is also written as $0x+y=2$,The graph of this line is parallel to $x$-axis;as for any value of $x,y$ is always. 2] Similarity equation $x=2$ is written as $x+0y=2$ and its graph is parallel to $y$-axis. $x$ 1 4 -3 $y$ 2 2 2 $(x,y)$ (1,2) (4,2) (-3,2) Conclusion: In this activity we have observed that x-axis and y-axis are parallel to each other Graph:
Read more