Since all terms have an x in them, you can first factor that out, yielding:
f(x) = x(x² - 6x + 9)
Then you are looking for numbers that multiplied give 9 and added give -6, which is -3 and -3. So the final factorization is:
f(x) = x(x-3)²
Answer: On-demand
Explanation:
On-demand computing is the term of cloud computing that describes the function that provides organization with cloud hosting services. This function permits those organization to provide their customers for assessing computing resources and services as per necessity.
According to the question,on-demand is the computing function that should be used in the mentioned case. Technician and customers will get to access the computer as per their necessity and will not have to waste their efforts and time.
Structures can be accessed from anywhere within the module or class in which they are declared. A structure is Friend by default. To specify the accessibility in more detail, include Public, Protected, Friend, Protected Friend, or Private in the Structure statement. You must declare every data member of a structure.
Question Completion with Options:
a. Translation of the entire L1 program into L0 code
b. Translation of the L0 program into L1 code
c. Creation of a language L3 that interprets L0 instructions
d. Interpretation of each L1 statement using L0 code as the L1 program is running.
Answer:
The important operations that must take place in this scenario are:
a. Translation of the entire L1 program into L0 code
d. Interpretation of each L1 statement using L0 code as the L1 program is running.
Explanation:
Translation enables decoding to take place. This means that the L1 program is decoded into a language that the L0 program can understand and execute. Without this translation, the higher level language of L1 will not be understood by the machine language of the L0 programs. Translation of a code creates a shared understanding, thereby easing program execution. Code translation is simultaneously accompanied by interpretation.
Answer:
hey hey hey hey hey hey hey hey
Explanation:
hey hey hey hey hey hey hey hey