Question 2:
During his workouts last week, Allen jogged the same amount of time each day for 6 days. Use the following information to determine the number of minutes Allen jogged each day:
During each workout, he jogged and he rode his bike.
He rode his bike for 45 minutes each day.
He worked out for a total of 360 minutes last week.
What is the number of minutes that Allen jogged each day last week? Enter your answer in the box below. PLS HELP ME I DONT WANNA GET A F PLSSSSSSSSS
Answer:
x=62°
z=105°
y=24°
the reason are included in picture..
Answer:
The hiking club's member count increased by 48%.
Step-by-step explanation:
We are given two data values: 25 members and 37 members. We need to determine how many members the club gained first. We can set up an equation where we solve for an unknown, or<em> x</em>, in this case.

The club increased by 12 members, so now we can divide this value by the initial amount of members and multiply the decimal we receive by 100 to express it in percentage form.

Therefore, the club's member count increased by 48%.
Answer:

Step-by-step explanation:
According to the following pattern sequence (
), it is <u>Arithmetic Sequence</u>, because every negative number is subtracted by
. So, to find the <u>24th term</u>, you need to use the <u>Arithmetic Sequence Formula</u> and solve to find the 24th term:

: nth term in the sequence
: 1st term
: term position
: Common difference
-Apply to the formula:





-Solve:




Therefore, the 24th term is
.