Name the property of a quality that justifies this statement

If m



A. Transitive property

B. Symmetric property

C. Reflexive property

D. Subtraction property


Answer :

Subtraction property will satisfy given inequality option D.

Let's understand what is the Subtraction property

By balancing an equation with the same mathematical operation on both sides, the term "subtraction property of equality" is used.

Given inequality m< A + M <B = M<C. if we subtract both side equal value then we will get M<A = M<C - M<B. then we will get this result

or we can do cross-verify all other option

Transitive-According to the transitive property, "all the quantities are equal to each other if two quantities are equal to the third quantity."

Symmetric-Actually quite straightforward, equality has the symmetric property. According to this property, if a = b, then b must also be a. In other words, even if two equations' sides are switched, the.

Reflexive - It is said that a number is always equal to itself because of the reflexive property of equality. The equality's reflexive quality. If a is a number, then. a = a. a=a.

So here we can see option D is most probable solution for given inequality.

Given Question is incomplete complete Question here

Name the Property of Equality that justifies the statement:

If m< A + M <B = M<C.

Then, M<A = M<C - M<B

Transitive Property

Symmetric Property

Reflexive Property

Subtraction Property

To know more about Mathematical property here

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