Help represent and accuracy with work sample
in any way, can you HELP me represent what i need to do to solve this in graph form, etc
@Ultrilliam @Elsa213
"use models, pictures, diagrams and/ or symbols to represent and solve the task situation and select an effective strategy to solve the task"
It would be really nice if someone could help me through this
You would graph this in slope intercept form. Why? You are given a height at the start of the experiment, and want to see the growth each day (it increases at a constant 3 inches a day). So we write the equation in the following format: \(\large\bf{y=mx+b}\) \(\bf{b=y-intercept}\) \(\bf{m=slope}\) `Variety A was 12 inches tall when planted` This is the start, or 0. So your point is `(0,10)` this is your y-intercept. `...and grow 6 inches per day`. It increases by 6 units each day, this is your rate. How would you write this in `y=mx+b` format?
Hmmm, y = 12x + 6 ?
mm not quite. Remember above i stated that `12 inches` was the given height on day 0. So this means that `12` is your `y-intercept` so it is `b` in `y=mx+b`. This means that `6` is `m` because it is the rate it is growing at `(being 6 inches each day)`. So your equation will be written as: \(\bf{y=6x+12}\) U understand?
Ohhh... ok ok ya i see
Okie nice cx So how would you write `Variety B was planted the same day (remember day 0), was 30 inches tall and grows 3 inches each day` in `y=mx+b`?
y = 3x + 30
Nice!
:3
Now we have this algebraic already. Now we graph it. To graph this we first plot the y-intercept onto a graph, and then apply the rate. (you can use desmos.com if you'd like)
Ok one sec (:
okie nice cx We want to apply both equation to see what day they will meet. https://www.desmos.com/calculator/u5eqslbeqw
(6,48)
Yes. So the day they both have the same height is the 6th day with the same height of 48 inches cx
ahh thanks so much.... u really helped me ((:
No problem XD
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