Elm. Algebra question -- answer seems correct, however program is insisting it's wrong.
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Could they be asking for total length and total width?
Also, perimeter is 2l+2w right? Or am I that rusty on formulas? 2*220 gives 440 which is bigger than the overall perimeter?
Hold on.. Perimeter of a rectangle: \(P = 2(l + w)\) \(P = 2(220 + 44)\) \(P = 2(264)\) \(P = 528\) \(P \ne 264\)
\[2(l+b)=2(5b+b)=2 \times 6b=12b\] \[12b=264\] \[b=\frac{264}{12}=22\] \[l=5b=5 \times 22=110\]
Yup I got the same answer as @Nishant_Garg
Both values are doubled
Yea, you forgot to account for both sides is all.
Yep, so just divide them by 2. 22 / 2 = ? 220 / 2 = ?
that's why I asked if they asked for total length width
44 / 2*
Thanks, I was following the wrong formula. Thanks everyone.
Same, I was adding at first xD
You're welcome, and gewwddd lucckk
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