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Find the 31^{st} term of an AP whose 11^{th} term is 38 and the 16

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Last updated 16 Sept 2024

$Find the 31^{st} term of an AP whose 11^{th} term is 38 and the 16$

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Click here👆to get an answer to your question ✍️ Find the 31-st- term of an AP whose 11-th- term is 38 and the 16-th- term is 73-
Given that-xA0-a11-38-xA0- -xA0-a16-73-xA0-We know that-an-a-n-x2212-1-da11-a-11-x2212-1-d38-a-10d - -i-Similarly-a16-a-16-x2212-1-d73-a-15d - -ii-On subtracting -i- from -ii- we get35-5d-x2234-d-7From equation -i-38-a-10-7-x21D2-38-x2212-70-a-x2234-a-x2212-32Now a31-a-31-x2212-1-d-x2212-32-30-7-x2212-32-210-178Hence- 31st -xA0-term is 178

$Find the 31^{st} term of an AP whose 11^{th} term is 38 and the 16$

Find The 31st Term Of An Ap Whose 11th Term Is 38 And The 16th Term Is 73

$Find the 31^{st} term of an AP whose 11^{th} term is 38 and the 16$

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$Find the 31^{st} term of an AP whose 11^{th} term is 38 and the 16$

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$Find the 31^{st} term of an AP whose 11^{th} term is 38 and the 16$

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$Find the 31^{st} term of an AP whose 11^{th} term is 38 and the 16$

Find the 31st term of an A.P. whose 11th term is 38 and the 16th term is 73.

$Find the 31^{st} term of an AP whose 11^{th} term is 38 and the 16$

7. Find the 31st term of an AP whose 11 th term is 38 and the 16 th term ..

$Find the 31^{st} term of an AP whose 11^{th} term is 38 and the 16$

the 16th term of an ap exceeds its 11th term by 35 if 16th term is 73 find the common - Maths - Arithmetic Progressions - 8498265

$Find the 31^{st} term of an AP whose 11^{th} term is 38 and the 16$

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$Find the 31^{st} term of an AP whose 11^{th} term is 38 and the 16$

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$Find the 31^{st} term of an AP whose 11^{th} term is 38 and the 16$

What is the 31st term of an AP whose 11th term is 38 and 16th term is 73? - Mathsadda24 - Quora

$Find the 31^{st} term of an AP whose 11^{th} term is 38 and the 16$

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$Find the 31^{st} term of an AP whose 11^{th} term is 38 and the 16$

Question 7Find the 31st term of an A.P. whose 11th term is 38 and

$Find the 31^{st} term of an AP whose 11^{th} term is 38 and the 16$

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$Find the 31^{st} term of an AP whose 11^{th} term is 38 and the 16$

6. Check whether −150 is a term of the AP: 11,8,5,2… 7. Find the 31 st te..

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