Question

If x=y and y+z=5, then show that x+z=5
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Answer 1

Answer:

Here it has been shown that x=y.

So,

y + Z = 5

y = 5 - Z

x=5 - Z[ Since , x= y]

Therefore , x + Z = 5

Hence proved.

HOPE YOU UNDERSTAND IT!

Answer 2

The given question is If x=y and y+z=5, then show that x+z=5.

The given expression is the equation of the line segment.

The given line segment is the segment of a straight line.

The length of the line segment is the sum of a set of given segments.

The given question is that we have to prove the statement.

The data given is x=y and y+z=5, where x and y are none zero variables.

we have to show that x+z= 5.

$x = y \\ y + z= 5$

on considering these two equations, we can substitute y=x in the second equation, we get

$x + z = 5$

on substituting x in the place of y prove the given statement.

Hence, the given statement is proved.

# spj2

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