Find next term write logic
79,61,44,29,?
Answers
Answered by
24
yeah sure for your help
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Here is your answer which you are searching for
1 St METHOD
⏩ Let's look at the number
What you see is that all the number is
☺ When you subtract 61 from 79 You get 18
☺When you subtract 44 from 61 you get 17
☺ When you subtract 29 from 44 you get 15
SO , it clear that for finding next number we have to find we have a difference of 13
■ let's subtract 16 from 29
29 - 16 = 13
Hence , 16 is the correct answer
____________________
2ND METHOD
☆ 9 × 9 =81
81 - 2
79
----------
☆ 8 × 8 = 64
64 - 3
61
-------
☆ 7× 7 = 49
49 -5
44
------
☆ 6 × 6
36
36 - 7
29
------
☆ 5 ×5
25
25 -9
16
______________________
Hope you satisfied with my answer
please mark as brainlest as if it helps you
:) HAVE A GOOD SUMMER HOLIDAYS AHEAD ☺ ☺
: : : : : : : : : : : : : : : : : : :
__________________
Here is your answer which you are searching for
1 St METHOD
⏩ Let's look at the number
What you see is that all the number is
☺ When you subtract 61 from 79 You get 18
☺When you subtract 44 from 61 you get 17
☺ When you subtract 29 from 44 you get 15
SO , it clear that for finding next number we have to find we have a difference of 13
■ let's subtract 16 from 29
29 - 16 = 13
Hence , 16 is the correct answer
____________________
2ND METHOD
☆ 9 × 9 =81
81 - 2
79
----------
☆ 8 × 8 = 64
64 - 3
61
-------
☆ 7× 7 = 49
49 -5
44
------
☆ 6 × 6
36
36 - 7
29
------
☆ 5 ×5
25
25 -9
16
______________________
Hope you satisfied with my answer
please mark as brainlest as if it helps you
:) HAVE A GOOD SUMMER HOLIDAYS AHEAD ☺ ☺
FuturePoet:
the tens digit orders
Answered by
0
Concept:
A sequence is the term used to describe an arrangement of numbers in a specific order that follows a predetermined rule.
Given:
The sequence 79, 61, 44, 29,...
Find:
The value of the next term in the sequence.
Solution:
Consider the sequence,
79, 61, 44, 29,...
Let the terms be a₁ = 79, a₂ = 61, a₃ = 44, a₄ = 29
When we subtract the second term from the first term,
a₁ - a₂ = 79 - 61 = 18
When we subtract the third term from the second term,
a₂ - a₃ = 61 - 44 = 17
When we subtract the fourth term from the third term,
a₃ - a₄ = 44 - 29 = 15
Therefore, when we subtract the fifth term from the fourth term the difference should be 13.
a₄ - a₅ = 13
29 - a₅ = 13
a₅ = 29 - 13 = 16
The next term in the sequence is 16.
#SPJ2
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