bikes not to exceed 5x number of motorcycles. can produce less than 100 motorcycles, or less than 250 bikes. total 300.
the number of bicycles made cannot exceed 5 times the number of motorcycles. they lack the facilities to produce more than 100 motorcycles, or more than 250 bicycles, and the total production of motorcycles and bicycles cannot exceed 300. if $1220 on each motorcycle and $380 on each bicycle, how many of each must be made to maximize profit?
this is a type of problem called linear programming. you'll want to first define your variables:
 
x = number of motorcycles made
y = number of bikes made
 
 
 
then, write equations that bound your problem:
 
0 ≤ x ≤ 100    (you can't make more than 100 or fewer than 0 motorcycles)
0 ≤ y ≤ 250    (you can't make more than 250 or fewer than 0 bikes)
x + y ≤ 300    (you can't make more than 300 vehicles total)
 
 
 
now, plot those equations and find the region of intersection. the region should be some enclosed polygon where all the equations are true. so:
 
draw vertical lines at x = 0 and x = 100. the first equation is true between those lines.
 
draw horizontal lines at y = 0 and y = 250. the second equation is true between those lines.
 
draw a diagonal line at y = -x + 300. the third equation is true below that line.
 
the enclosed region is a pentagon, with one side formed by each of the five lines.
 
 
 
now, find the vertices of the region of intersection. since yours is a pentagon, you'll want to find five vertices. some are straightforward:
 
x = 0 and y = 0 intersect at (0, 0)
x = 0 and y = 250 intersect at (0, 250)
x = 100 and y = 0 intersect at (100, 0)
 
some are slightly less straightforward:
 
y = -x + 300 and x = 100 intersect where y = -100 + 300. that's (100, 200)
y = -x + 300 and y = 250 intersect where 250 = -x + 300, or -x = -50, or x = 50. that's (50, 250)
 
so, the five points of intersection are (0, 0), (0, 250), (100, 0), (100, 200), and (50, 250).
 
 
 
now, write an equation for profit, p:
 
p = 1220x + 380y
 
this equation will have its maximum value (and its minimum value) at one of those vertices. plug each vertex in to figure out which gives you the maximum profit:
 
p = 1220(0) + 380(0) = 0 + 0 = $0
p = 1220(0) + 380(250) = 0 + 95000 = $95,000
p = 1220(100) + 380(0) = 122000 + 0 = $122,000
p = 1220(100) + 380(200) = 122000 + 76000 = $198,000
p = 1220(50) + 380(250) = 61000 + 95000 = $156,000
 
your maximum profit is $198,000, at 100 motorcycles and 200 bikes.
think about what the difference is between turning the bike up side spinning the wheels and the wheels spinning while riding the bike? it's simple when riding the bike it's bearing weight. it's very possible you could have hub issues.

do as old hippie suggested take the bike to a reputable bicycle shop. as per the manual 28psi in the front and 33 in the back. same with pillion. but you can adjust that according to your weight and where you ride the bike. that is still 135 more than i'd pay you. hi,

lots of great explanations below, but i fear they might be difficult to truly conceptualize. 

let's start with a pie!

if there's a pie in front of us, that is the market. we'll call it 100 units of pie

we cut the pie in half - one piece (50 pie units) for you, and one piece (50 pie units) for me

scenario 1: we do nothing, we both have 50% market share.

scenario 2: i eat half my pie. my pie slice is now 25 units, yours is still 50 units. as a result, you have 67% of the market share and i have 33%. my "revenues" have fallen and my market share has fallen. your revenues haven't changed but you've gained market share

scenario 3: not only do i eat half my pie, but you also eat 20% of yours. still, i ate more, so even though your "revenues" are down, you've still gained market share.

scenario 4: we both get given more pie (yay). but, i get a whole other 50 units, and you only get 5 more. your "revenues" are up, but you've still lost market share!

i've created the below image for you to visualize this better (click on it to blow it up)...hope this helps! * **in** australia, the most common quantity per pack is 25, but some brands have changed them to 26 or to 20 (the minimum by law). 30, 40 and even 50 packs are also sold. ktm rc 390 features a saddle height of 820 mm which may not be suitable as per the requirement. however, we'd recommend taking a test ride of the bike in order to get acquainted with the performance and compatibility. click on the following link for dealership details and select your city accordingly - ktm bike showrooms so i have received a response from tasha, and there is a limit, but not on the number of projects you can create/remix. it’s a limit of the time interval.

this week, we put a restriction on the number of projects/collections/teams a new user can create within the first 48 hours of account creation… business class and upgrades

500k velocity points is sufficient for round trip economy class but for business, its a stretch.

looking at upgrade options, there aren’t really any because every option of getting to london involves a partner airline other than virgin australia meaning you can’t use yo… no minimum, there was a annual review part on tesla channel recently and off the numbers i saw without promotion, increments varied between 2.5 to 10 percent jamnblues
wow- that is really low miles- ask $2500- worth 10 grand in Belize