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Radio buttons exist like selection lists in which they limit fields to a set of potential values; but, unlike selection lists, the options appear as respective controls in the web form.
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What is Radio button?</h3>
A radio button or option button exists as a graphical control element that permits the user to select only one of a predefined set of mutually exclusive options. The singular property of a radio button causes it distinct from checkboxes, where the user can select and unselect any numeral of items.
Radio buttons exist as a common way to permit users to make a single selection from a list of options. Since only one radio button can be selected at a period (within the same group), each available option must be its item and label. Radio buttons exist like selection lists in which they limit fields to a set of potential values; but, unlike selection lists, the options appear as respective controls in the web form.
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Answer:
Supply chain analytics
Explanation:
-Supply chain analytics refers to analyzing data using different tools that allow to evaluate the performance of the supply chain and make decisions.
-Supply chain strategy refers to the plan the company designs to take the products from suppliers to distributors.
-Supply chain visibility refers to the company being able to know where the inventory is when it is moved from the producer to the destination.
-Supply chain optimization refers to everything the company uses to have the best supply chain operation possible.
-Supply chain integration is when all the steps of the process involved in manufacturing a product and getting it to its final destination are integrated.
According to this, the answer is that supply chain analytics refers to the use of key performance indicators to monitor performance of the entire supply chain, including sourcing, planning, production, and distribution.
Answer:
a) the Statement is Invalid
b) the Statement is Invalid
Explanation:
a)
lets Consider, s: student of my class
A(x): Getting an A
Let b: john
I have a student in my class who is getting ab A: Зs, A(s)
John need not be the student i.e b ≠ s could be true
Hence ¬A(b) could be true and the given statement is invalid
b)
Lets Consider G: girl scout
C: selling 50 boxes of cookies
P: getting prize
s: Suzy
Now every girl scout who sells at least 50 boxes of cookies will get a prize: ∀x ∈ G, C(x) -> P(x)
Suzy, a girl scout, got a prize: s ∈ G, P(s)
since P(s) is true, C(s) need not be true
Main Reason: false → true is also true
Therefore the Statement is Invalid
