#plz help!

47 messages · Page 1 of 1 (latest)

proud apex
#

im soo confused what im even calculating rn there isn’t enough information given

serene pierBOT
proud apex
#

but wouldnt it be calculating the points (line to line) like usual

prisma geyser
#

and the y-intercept

proud apex
#

i dont get how the zeros would be calculated

prisma geyser
#

i am trying to first determine the function

vague stratus
prisma geyser
#

it's looks inaccurate thats why

vague stratus
#

if each box is 1x1, then it's just a matter of counting

proud apex
#

okay

prisma geyser
proud apex
#

would the optimal value be 13? or does that not make sense

proud apex
#

idek because im counting the tiles all the way to the top

prisma geyser
#

the optimal value would be y = 7 and something

proud apex
#

ohh wait yes

prisma geyser
#

and x = 1.5 approximated

proud apex
#

okay thank u sm

proud apex
prisma geyser
#

how come?

proud apex
#

idk because the 5 is positive so would that make whatever is on top negatives?

prisma geyser
#

i dont understand

vague stratus
#

This is the closest I can get with producing graph from the formula. adonhs is right, this thing's off a bit from the grid-lines. Counting requires guessing. Getting the formula took a system of 3 equations with 3 unknowns using 3 points read off the plot.

Worse, the axes don't math up with the grid. I wonder how precise the answers are expected to be for this problem.

#

And if I hit the 3 obvious points, I still miss the x-intercept on the left.

prisma geyser
#

A(1,7)
B(2,7)
C(5,0)

y = ax²+bx+c

#

a < 0

(1) 7 = a + b + c
(2) 7 = 4a + 2b + c
(3) 0 = 25a + 5b + c

#

Then we get a = -7/12, b = 7/4, c = 35/6

#

,w plot (-7/12)x^2 +(7/4)x + 35/6

vague stratus
#

with grid lines...

prisma geyser
#

i mean since the coordinate system and parabola looks off it could be or not

#

anyway teachers like that should get suspended

#

can't even provide proper material resulting to the students wasting their time with confusion

vague stratus
#

the symmetry line's at x = 1.5. That's 3.5 units from x = 5. Go 3.5 units to left of 1.5 for other x-intercept and land on -2. The given parabola doesn't seem to match a true parabola 😦

vague stratus
#

If {5, 0} is one x-intercept, the other should be {-2, 0}. But the pic hits x-axis between -2 and -1

prisma geyser
#

like they were moved

vague stratus
#

that's a bad graph.

vague stratus
#

what's a student to do with a problem like this?

I'm tempted to just make my own parabola, solve that, and go given problem had errors. I can do this, here, I'll show you. And move on.