ACT Helper
ACT Helper
Tests
Browse ACT math questions by tests
Topics
Browse ACT math questions by topic
Practice
Practice timed math sections
Search
Open menu
Pricing
|
→
Login
Search
See all search results
Home
E23 Math
Question 26
2021 December(E23) Math Question 26
Sequences and Patterns
- Arithmetic Sequences
Arithmetic sequences
Choice J
Given that
a
{
10
}
=
30
a_\{10\}=30
a
{
10
}
=
30
x
=
10
x=10
x
=
10
d
=
2
d=2
d
=
2
so,
a
{
n
}
=
a
1
+
d
(
x
−
1
)
a_\{n\}=a_1+d(x-1)
a
{
n
}
=
a
1
+
d
(
x
−
1
)
30
=
a
1
+
2
(
10
−
1
)
30=a_1+2(10-1)
30
=
a
1
+
2
(
10
−
1
)
30
=
a
1
+
18
30=a_1+18
30
=
a
1
+
18
∴
a
1
=
12
\therefore a_1=12
∴
a
1
=
12
Skills you are tested for:
Arithmetic sequences
Was this explanation helpful?
Yes
No
Add your comment
Your mood
Add your mood
Submit
Thanks for your feedback! ❤️
Comments
To leave a comment,
Sign up
or
Log in
Comments