Can you give me the answers to this homework as well?

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Programming HW 7
CS 169 F14, Linnell
Scala 2
Due Wed. 11/12 in assort
Submission instructions at the object
Amount 1: Assortes (15 points). Store in the assort and operations adown as described in the comments.
assort Be(f:Int=>Boolean){
//the operation f income gentleman control components of the be and deceptive control full other computes
def contains(elem: Int): Boolean =
//income gentleman if elem is in the be and deceptive control full other computes
def / (t:Set):Be =
//Income the concert of this be and t.
def / (t:Set):Be =
//Income the intersection of this be and t
def – (t:Set):Be =
//Income the dissimilarity of this be and t
def strain(p:Int=>Boolean):Be =
//Income this be, strained by p.
which p is gentleman.
That is, the components of this be control
def controlall(p:Int=>Boolean):Boolean = {
//Income gentleman if the declare is gentleman control full components of this be, and
//Limit your tests to the order -1000 to 1000 to bring-abquenched it docile.
def exists(p:Int=>Boolean):Boolean =
//Income gentleman if there is at lowest single individual in the be control which the
declare p is gentleman.
//Limit your tests to the order -1000 to 1000 to bring-abquenched it docile.
def map(g:Int=>Int):Be =
//Income a newlightlight be where each component of this be is mapped to the newlight
be by the operation g.
//Control sample, if the operation is x=>x*x, and 4 is in this be, then 16
should be in the mapped be.
}
Amount 2: Inheritance (10 points).
Implement the assortes and operations adown as
assort singletonSet(elem:Int) extends Be(/*store this in*/){
//This assort creates a be with simply single component, elem.
//Now that we keep a be with simply single component, we can do emobject with
//forfull and exists. Implement these operations to achievement control ALL integers,
//not proportioned those in the order -1000 to 1000
override def controlall(p:Int=>Boolean):Boolean =
override def exists(p:Int=>Boolean):Boolean =
}
assort orderSet(start:Int, object:Int) extends Be(/*store this in*/)
{
//This assort creates a be whose components are full integers among initiate and object,
inclusive.
//Now that we keep a be with a restricted compute of components, we can do emobject with
//forfull and exists. Implement these operations to achievement control ALL integers,
//not proportioned those in the order -1000 to 1000
def controlall(p:Int=>Boolean):Boolean =
def exists(p:Int=>Boolean):Boolean =
}
Submission instructions: You achieve print quenched your mode control each amount, stapling coincidently multiple sheets
(there achieve be exhaustion control unstapled homework!). Turn in the hardcopy at the inauguration of assort. You
achieve ALSO comply your mode as .txt files as an affection, to cs169@math.scu.edu (NOT Dr. Linnell?s
email!!) The material verse of the email should be ?CS169 HW7 YourLastName YourIDCompute ?

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