Help me !
yes
@mathmale
it herd to read
@Mehek14
@ilovebmth1234
i would help but youd have to give me a few i need to do some stuff first okay?
it hard to read
Question: Mrs.Golden has two square flower gardens. A side of the larger flower garden is 3 ft more than the side of the smaller garden. The sum of the areas of the two gardens is 269ft squared. Find the length of a side , in ft. of each garden
yes @ilovebmth1234
i was restating the question so the other person could read it to in case they wanted to help ill be with you in just a few okay im sorry
ok thanks @ilovebmth1234
your welcome
The equation would be \[x ^{2} + (x+3)^{2} = 269\]Based purely on guessing several values I was able to determine that x = 10 for the length of the small garden, and the length of the large garden is 13 feet. Personally I think it's easier to brute-force questions like these, but if you really want to solve it algebraically, then you would start by FOIL'ing the (x + 3)^2. This gets you x^2 + 6x + 9, and combined with the first x^2 you would get \[2x ^{2} + 6x + 9 = 269\]From here you can try to factor it out as\[2x ^{2} + 6x - 260 = 0\]and you would end up getting 2(x-10)(x+13). Since (x+13) would give a solution of x=-13, it can be tossed out, leaving you with the only other answer, (x-10), as x=10.
Join our real-time social learning platform and learn together with your friends!