What's Hot - University of California, Merced - UCM

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4.7
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By: OliveOilPosted:

They are super sweet and their social media page is always cute. They dont mingle a lot at parties but they are always going to events and participating in other philos

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3.5
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By: HottiesPosted:

This sorority I really like because it supports St. Jude! I have interacted with a lot of the deltas and they are all very bubbly and nice!

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Kappa Sigma Fraternity
Phi Mu Sorority

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4.5
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By: anonPosted:

i’ve been to most of their events and they are really sweet and involved in the conversations. you can tell they genuinely want to get to know you and i love how present they are when i’ve talked to them. they also have the highest gpa out of all Panhellenic sororities which i think shows their commitment to academics while holding standards they abide too. one of them told me they live by a phrase…”we are always wearing our letters” meaning when they are seen out they know that their standards and values are to be abided at all times. at a party i saw a dg helping a random girl make sure she gets a ride to get home safe and i respected that. they used to have a stigma that they only recruit pretty girls but getting to know them they are genuine aswell so i disagree. also obviously recruit girls that go thru recruitment so of course they get girls who also live up to their values aside from the looks. they are none to be the best recruiters from what i’ve heard. high numbers and good retention. from these interactions i am looking forward to going through recruitment to get to know them better.

Associates with:
Sigma Chi Fraternity

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5.0
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By: santaPosted:

very nice sisterhood and super popular at uc merced and they have beautiful and smart girls especially at school and there good friends with sigma chi

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5.0
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By: ASIPPosted:

For the � x terms: � 2 − 2 � x 2 −2x We add and subtract ( 2 2 ) 2 = 1 ( 2 2 ​ ) 2 =1 to complete the square. This gives us � 2 − 2 � + 1 1 = ( � − 1 ) 2 1 x 2 −2x+1−1=(x−1) 2 −1. For the � y terms: � 2 − 6 � y 2 −6y We add and subtract ( 6 2 ) 2 = 9 ( 2 6 ​ ) 2 =9 to complete the square. This gives us � 2 − 6 � + 9 9 = ( � − 3 ) 2 9 y 2 −6y+9−9=(y−3) 2 −9. Rewriting the Function Substituting these into the original function, we get: � ( � , � ) = ( � − 1 ) 2 − 1 + ( � − 3 ) 2 − 9 f(x,y)=(x−1) 2 −1+(y−3) 2 −9 This can be further simplified to: � ( � , � ) = ( � − 1 ) 2 + ( − 3 ) 2 − 10 f(x ,y)=(x−1) 2 +(y−3) 2 −10 Analyzing the Function The squared terms ( � − 1 ) 2 (x−1 ) 2 and ( � − 3 ) 2 (y−3 ) 2 are always non-negative since any real number squared is non-negative. The smallest value these squares can take is 0, which occurs when � = 1 x=1 and � = 3 y=3. Thus, the smallest value of � ( � , � ) f(x, y) is − 10 −10, achieved at the point ( 1 , 3 ) (1,3). There is no upper bound for � ( � , � ) f(x, y) since the squared terms can grow indefinitely as � x and � y move away from 1 and 3, respectively. Conclusio n The smallest value of � ( � , � ) f(x, y) is − 10 −10, occurring at ( 1 , 3 ) (1,3). The function � ( � , � ) f(x, y) has no largest value; it grows indefinitely as � x and � y move away from 1 and 3, respectively. User can you just show the math no need for an explnation such as if it was for hw ChatGPT Certainly! Here's the concise mathematical work for the problem: Problem: Find the largest and smallest values of � ( � , � ) = 2 − 2 � + � 2 6 � f(x,y)=x 2 −2x+y 2 −6y. Solution: Comp lete the square for � x: � 2 − 2 = ( � − 1 ) 2 − 1 x 2 −2x=(x−1) 2 −1 Complete the square for � y: � 2 − 6 = ( � − 3 ) 2 − 9 y 2 −6y=(y−3) 2 −9 Rewrite � ( � , � ) f(x, y): � ( � , � ) = ( � − 1 ) 2 − 1 + ( � − 3 ) 2 − 9 f(x,y)=(x−1) 2 −1+(y−3) 2 −9 Simplify: � ( � , � ) = ( � − 1 ) 2 + ( � 3 ) 2 − 10 f(x,y)= (x−1) 2 +(y−3) 2 −10 Analyze the function: Minimum: � ( � , � ) f(x, y) is minimized when ( � − 1 ) 2 = 0 (x −1) 2 =0 and ( � − 3 ) 2 = 0 (y −3) 2 =0, i.e., at ( � , � ) = ( 1 , 3 ) (x,y)=(1,3). Minimu m value: � ( 1 , 3 ) = 0 + 0 − 10 = − 10 f(1,3)= 0+0−10=−10. No maximum value since ( � − 1 ) 2 (x−1 ) 2 and ( � − 3 ) 2 (y−3 ) 2 can grow indefinitely. Results: Smallest value of � ( � , � ) f(x, y) is − 10 −10, at ( 1 , 3 ) (1,3). No largest value for � ( � , � ) f(x, y).\n\n\n\n\n

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Sigma Chi Fraternity
Delta Gamma Sorority

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5.0
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By: MelPosted:

Sweet girls with a genuine sister bond. They actually like each other and you can tell they have a strong sisterhood

Associates with:
Pi Kappa Phi Fraternity
Kappa Kappa Gamma Sorority

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4.4
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By: BobcatPosted:

The only frat that actually has a chapter house. Parties are coo and their brothers are inclusive. Overall decent ppl

Associates with:
Kappa Kappa Gamma Sorority

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VIEW POST By: CA

FOOL! You have no business posting when you can’t even spell CHI!!! ...Read More

By: CA Posted: Jun 23, 2023 9:48:03 AM

Posted: Jun 23, 2023 9:48:03 AM
4.0
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By: HehePosted:

Nice girls super smart you can tell their sisterhood is genuine unlike some other orgs. Greek life is not for me but I did consider joining

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4.9
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By: elPosted:

super sweet girls! love all of them. they’re really kind and smart. their sisters go above and beyond in the community as well! their not just for looks too.

Associates with:
Kappa Sigma Fraternity
Phi Mu Sorority

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