Скачать с ютуб Exercise 6.1 Class 8 Maths KPK | Unit 6 - Sequences and Algebra | KPK New Book в хорошем качестве

Exercise 6.1 Class 8 Maths KPK | Unit 6 - Sequences and Algebra | KPK New Book

This video shows solution of exercise 6.1 class 8 maths kpk from kpk new book based on single national curriculum. ============================================================= This video describes number sequences, fibonacci sequence, arithmetic sequence, geometric sequence and solution of complete exercise 6.1 class 8 maths kpk. All the questions of exercise 6.1 class 8 maths kpk are solved step by step but if you have any confusion regarding any question in exercise 6.1 class 8 maths kpk, just comment and I will try to answer your question. ============================================================= ✔️ Class: 8th ✔️ Subject: Mathematics ✔️ Unit 6: Sequences and Algebra ✔️ Topic Name: Exercise 6.1 Class 8 ✔️📚👉 Previous Video :    • Review Exercise 5 Class 8 Maths KPK |...   ✔️📚👉 Next Video :    • Exercise 6.2 Class 8 Maths KPK | Unit...   ✔️📚👉 Class 8 Maths Full Course :    • Class 8 Maths KPK - Single National C...   ✔️📚👉 Download Class 8 Maths Book PDF : https://bit.ly/41BEAwm ============================================================= Q1. Find the rules of the following patterns to justify whether the following sequences are arithmetic or geometric. Extends the patterns to the next three terms. Q2. Using the given information, create the pattern and distinguish between arithmetic or geometric sequences. Q3. Is the following sequence arithmetic or geometric? Q4. State the rule of the following sequence: Q5. Write the numerical form of the following number patterns and apply the rule to find the 7th term of each. Q6. Observe the following sequences, discuss the rules and sort out the sequences which are neither arithmetic nor geometric. Q7. Fill in the missing terms of the following sequences. Q8. Differentiate between an arithmetic and geometric sequence. Give examples. Q9. What is the 7th term of the sequence having an = 3n+5. Q10. What is the 11th term of the sequence having an = n(n-1). Q11. Find the 9th, 13th and 20th term of the sequence generated by an = 4n + 1. ============================================================= #mathphysics #class8maths #class8mathskpk #8thmathskpk #kpknewbook #sncbook #singlenationalcurriculum =============================================================