Answer :
So, the tenth term in the sequence is 68.
To find the tenth term in the sequence 5, 12, 19, 26, we can observe that each term is increasing by 7.
The nth term of an arithmetic sequence can be found using the formula:
�
�
=
�
1
+
(
�
−
1
)
�
a
n
=a
1
+(n−1)d
Where:
�
�
a
n
is the nth term
�
1
a
1
is the first term
�
d is the common difference
�
n is the term number
For this sequence:
�
1
=
5
a
1
=5
�
=
7
d=7
Now, let's find the tenth term (
�
10
a
10
):
�
10
=
5
+
(
10
−
1
)
×
7
a
10
=5+(10−1)×7
�
10
=
5
+
9
×
7
a
10
=5+9×7
�
10
=
5
+
63
a
10
=5+63
�
10
=
68
a
10
=68
Answer:
Tenth term = 68
Step-by-step explanation:
Please find the attached
