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If A-B=250,B-C=275,C-D=225 then value of A-D is?
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If A-B=250,B-C=275,C-D=225 then value of A-D is?
Given Information:
A-B=250,
B-C=275,
C-D=225

Calculating the Value of A-D:

To find the value of A-D, we need to calculate the sum of all the given equations. By adding the equations together, we can eliminate the intermediate variables and solve for A-D directly.

Step 1: Calculate A-C
We can start by adding the first two equations: A-B + B-C = A-C.
The B term will cancel out, leaving us with A-C = 250 + 275 = 525.

Step 2: Calculate A-D
Next, we can add the obtained equation (A-C = 525) to the third equation (C-D = 225). This will give us A-C + C-D = A-D.
The C term will cancel out, leaving us with A-D = 525 + 225 = 750.

Therefore, the value of A-D is 750.

Summary:
- A-B = 250
- B-C = 275
- C-D = 225

By solving the given equations, we determined that A-D is equal to 750.
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