Answer:
a) 580 - 16n
b) 9850 - 271.72n
Step-by-step explanation:
a) starting number of bales = 580
each day, the farmer feeds out 2 bales of hay to each yard. he has 8 yards, so he feeds out 2 bales 8 times for a total of 2 * 8 = 16 bales. Therefore, he loses 16 bales each day
After the first day, he has 580-16 = 564 bales. After the second, he has 564-16 = 548 bales, and so on. He loses 16 bales n times for n days, and as a result, his final amount of bales is
original amount - amount lost = 580 - 16n
b)
First, we can calculate how much a bale weighs.
average = sum/count = 9850 kg / 580 ≈ 17 kg
Therefore, as he loses 16 bales of hay, he loses 17 kg 16 times, or approximately 271.72 kg of hay every day. For n days, he loses 271.72n kg. This brings his final amount to be
starting - amount lost = 9850 - 271.72n
<span>So
I only have ones, tens and hundreds block. I need to find a way how can I fit
the given number 1 718.
=> Since I have hundreds block, I can divide 1 718 by 100
=> 1 718 / 100, how many 100s are there in 1 718
=> 17 hundreds
=> now we only have 18 left
=> 18 / 10, how many 10s are there in 18
=> 1 tens
=> Now we only have 8 left
=> 8 / 1, how many ones are there in 8
=> 8
=> 17 hundreds, 1 tens, and 8 ones.</span><span>
</span>
<h3><u>Question:</u></h3>
In a video game, Clare scored 50% more points than Tyler. If c is the number of points that Clare scored and t is the number of points that Tyler scored, which equations are correct? Select all that apply.
the options are
A. c=1.5t
B.c=t+0.5
C. c=t+0.5t
D. c=t+50
E.c=(1+0.5)t
<h3><u>Answer:</u></h3>
Options A, C, E are correct
The correct equations are c = 1.5t and c = t + 0.5t and c = (1 + 0.5)t
<h3><u>Solution:</u></h3>
Let "c" be the number of points clare scored
Let "t" be the number of points tyler scored
Given that,
Clare scored 50% more points than Tyler
Points scored by clare = points tyler scored + 50% of Tyler points
c = t + 50 % of t
Therefore, on solving, we get
Thus option c is correct
On simplfying we get,
c = t + 0.5t = 1.5t
c = 1.5t
Thus option A is correct
c = t + 0.5t
On taking "t" as common we get,
c = t(1 + 0.5)
Thus option E is also correct
