Correct calculation, but you swapped Variety A and B equations . As we see, Variety B is a better choice as it takes fewer days to grow. Now with a twist, part d) said Variety B required additional 7 days to grow at a normal rate, how would we account for that given the answer in part c)?35 = 3/7 * x
x= 245/3
=81.66
it takes variety B 81.666 days to produce fruit
25 = 9/14 * x
x =350/9
x=38.88
it takes variety A 81.88 days to produce fruit.
I think that can be set up like this: (subtracting the 7 additional days for it to start its normal growth. its normal growth is represented or modeled by 9/14 x,Correct calculation, but you swapped Variety A and B equations . As we see, Variety B is a better choice as it takes fewer days to grow. Now with a twist, part d) said Variety B required additional 7 days to grow at a normal rate, how would we account for that given the answer in part c)?
Let's see why your equation is incorrect.I think that can be set up like this: (subtracting the 7 additional days for it to start its normal growth. its normal growth is represented or modeled by 9/14 x,
so,
B= -7 +9/14 x
the problem is to solve this ,lol.
let me rectify this. variety A is the one which takes fewer days to grow. check that, plsCorrect calculation, but you swapped Variety A and B equations . As we see, Variety B is a better choice as it takes fewer days to grow. Now with a twist, part d) said Variety B required additional 7 days to grow at a normal rate, how would we account for that given the answer in part c)?
you said Variety B is the best because it takes fewer days. Not according to our calculations.Correct calculation, but you swapped Variety A and B equations . As we see, Variety B is a better choice as it takes fewer days to grow. Now with a twist, part d) said Variety B required additional 7 days to grow at a normal rate, how would we account for that given the answer in part c)?
check the problem. the first post. variety A needs to be 25 inYou swapped the Variety equation by mistake
[math]\text{A = 35 inches} = \frac{3}{7}*x => x=\frac{245}{3}\approx 81.67 \text{days}\\ \text{B = 25 inches} = \frac{9}{14}*x=>x\approx 38.88 \text{days}[/math]
Ah yes, my mistake. Let's try this again.[math]\text{A = 25 inches} = \frac{3}{7}*x => x\approx 58.33 \text{days}\\ \text{B = 35 inches} = \frac{9}{14}*x=>x\approx 54.44 \text{days}[/math]check the problem. the first post. variety A needs to be 25 in
Variety B needs to be 35 in.
i think you swapped them. or me, but it is a mistake we need to rectify. in your previous post A should be equal to 25 according to the original problem and not to 35 like you are equating it to.