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What expression represents the value of v?

v equals the square root of quantity z times y end quantity
v equals the square root of quantity w times z end quantity
v equals the square root of quantity w times the sum of w plus z end quantity
v equals the square root of quantity z times the sum of w plus z end quantity


What Expression Represents The Value Of V V Equals The Square Root Of Quantity Z Times Y End Quantity V Equals The Square Root Of Quantity W Times Z End Quantit class=

Sagot :

Answer:

v = [tex]\sqrt{z(w+z)}[/tex]

Step-by-step explanation:

We can find the value of v using Euclidian Theorem:

[tex]v^{2} = z*(w+z)[/tex] but this is the square value of v so we need to find the root of both sides to determine the value of v:

The root of v^2 = v and the root of z*(w+z) = [tex]\sqrt{z(w+z)}[/tex]

so the answer is last option

v = [tex]\sqrt{z(w+z)}[/tex]