the sum of two numbers is 16, and their difference is 2. write system of linear equations and solve the resulting system with x the larger number and y the smaller,
I know what the first equation x+y=20 and x-y = 4. with the larger number being 20 and smaller 4. Is this correct
hmm explain to me where the 20 and the 4 comes from
the problem says let x be the larger number and y the smaller number
"The sum of two numbers is 16" \[x+y=16\] "their difference is 2" \[x-y=2\]
the sum of two number should be 20, and difference is 4, I had the numbers wrong
ah excuse me, in this case you did perfect.
Why are you saying the sum must be 20? The problem states the sum as 16.
@radar she just corrected herself. "the sum of two number should be 20, and difference is 4, I had the numbers wrong"
Oh @Spacelimbus, I see, you still deserve a medal, she can substitute the 20 for the 16 and 4 for the 2.
Thanks a lot sir.
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