Math, asked by ksuryamanoharff, 1 month ago

Two sides AB, BC and median<br />AM of one triangle ABC are<br />respectively equal to sides PQ and<br />QR and median PN of ∆PQR (See<br />figure). Show that:<br />(i) ∆ABM ≈ ∆PQN<br />(ii)∆ABC ≈ ∆PQR​

Answers

Answered by himanshusharma1591
0

Answer:

) 1+

1 22

33

44

22

2 *. 8. Test the convergence of the following

(i) 1+

1 22

33series

44series

22& Test Convergence of series

(1/n³)((n+2)/(n+3))ⁿxⁿ where x>0

2 *

) 1+

1 22

33

44

22

2 *. 8. Test the convergence of the following

(i) 1+

1 22

33series

44series

22& Test Convergence of series

(1/n³)((n+2)/(n+3))ⁿxⁿ where x>0

2 *

Step-by-step explanation:

) 1+

1 22

33

44

22

2 *. 8. Test the convergence of the following

(i) 1+

1 22

33series

44series

22& Test Convergence of series

(1/n³)((n+2)/(n+3))ⁿxⁿ where x>0

2 *

) 1+

1 22

33

44

22

2 *. 8. Test the convergence of the following

(i) 1+

1 22

33series

44series

22& Test Convergence of series

(1/n³)((n+2)/(n+3))ⁿxⁿ where x>0

2 *

) 1+

1 22

33

44

22

2 *. 8. Test the convergence of the following

(i) 1+

1 22

33series

44series

22& Test Convergence of series

(1/n³)((n+2)/(n+3))ⁿxⁿ where x>0

2 *

) 1+

1 22

33

44

22

2 *. 8. Test the convergence of the following

(i) 1+

1 22

33series

44series

22& Test Convergence of series

(1/n³)((n+2)/(n+3))ⁿxⁿ where x>0

2 *

) 1+

1 22

33

44

22

2 *. 8. Test the convergence of the following

(i) 1+

1 22

33series

44series

22& Test Convergence of series

(1/n³)((n+2)/(n+3))ⁿxⁿ where x>0

2 *

) 1+

1 22

33

44

22

2 *. 8. Test the convergence of the following

(i) 1+

1 22

33series

44series

22& Test Convergence of series

(1/n³)((n+2)/(n+3))ⁿxⁿ where x>0

2 *

) 1+

1 22

33

44

22

2 *. 8. Test the convergence of the following

(i) 1+

1 22

33series

44series

22& Test Convergence of series

(1/n³)((n+2)/(n+3))ⁿxⁿ where x>0

2 *

) 1+

1 22

33

44

22

2 *. 8. Test the convergence of the following

(i) 1+

1 22

33series

44series

22& Test Convergence of series

(1/n³)((n+2)/(n+3))ⁿxⁿ where x>0

2 *

) 1+

1 22

33

44

22

2 *. 8. Test the convergence of the following

(i) 1+

1 22

33series

44series

22& Test Convergence of series

(1/n³)((n+2)/(n+3))ⁿxⁿ where x>0

2 *

) 1+

1 22

33

44

22

2 *. 8. Test the convergence of the following

(i) 1+

1 22

33series

44series

22& Test Convergence of series

(1/n³)((n+2)/(n+3))ⁿxⁿ where x>0

2 *

) 1+

1 22

33

44

22

2 *. 8. Test the convergence of the following

(i) 1+

1 22

33series

44series

22& Test Convergence of series

(1/n³)((n+2)/(n+3))ⁿxⁿ where x>0

2 *

) 1+

1 22

33

44

22

2 *. 8. Test the convergence of the following

(i) 1+

1 22

33series

44series

22& Test Convergence of series

(1/n³)((n+2)/(n+3))ⁿxⁿ where x>0

2 *

) 1+

1 22

33

44

22

2 *. 8. Test the convergence of the following

(i) 1+

1 22

33series

44series

22& Test Convergence of series

(1/n³)((n+2)/(n+3))ⁿxⁿ where x>0

2 *

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