help
The profit, P(x), that Rivka's Delivery Service makes from delivering packages between local businesses is P(x), where x is the number of $0.10 price increases for each delivery. Use the graph below to answer the question.
What is the approximate value for the maximum profit?

81
80
50
45

Question

help
The profit, P(x), that Rivka's Delivery Service makes from delivering packages between local businesses is P(x), where x is the number of $0.10 price increases for each delivery. Use the graph below to answer the question.
What is the approximate value for the maximum profit?

81
 80
 50
 45

Adigirl29 · Answer

attachment

Adigirl29 · Answer

@jhonyy9

jhonyy9 · Answer

bc. P(x) =y mean the profit value so just look for what value of x will be y so P(x) greatest

Adigirl29 · Answer

that's where im confused idk how to finds the value of x

jhonyy9 · Answer

just look the graph where is y the greatest and for this point check the x vallue

look the axe Ox

than I see it right will be on the midle point between 2 and 3

jhonyy9 · Answer

bc. the midle point between 2 and 4 is 3

jhonyy9 · Answer

do you see it about what i ve said ?

Adigirl29 · Answer

so its 81?

SoundwaveKun · Answer

Here's a step-by-step process I've provided:

ldentify the graph of the profit function P(x). Look for the highest point on the graph (this point corresponds to the maximum profit). Read the vaIue of the maximum profit from the verticaI axis (usuaIIy the y-axis) at that highest point. ^_^

Adigirl29 · Answer

so im guessing its 81-

jhonyy9 · Answer

@soundwavekun wrote:

Here's a step-by-step process I've provided: ldentify the graph of the profit function P(x). Look for the highest point on the graph (this point corresponds to the maximum profit). Read the vaIue of the maximum profit from the verticaI axis (usuaIIy the y-axis) at that highest point. ^_^

perfect explained

SoundwaveKun · Answer

@adigirl29 wrote:

so im guessing its 81-

I can't tell you. You have to figure it out on your own! ^_^

SoundwaveKun · Answer

@jhonyy9 wrote:

@soundwavekun wrote:

Here's a step-by-step process I've provided: ldentify the graph of the profit function P(x). Look for the highest point on the graph (this point corresponds to the maximum profit). Read the vaIue of the maximum profit from the verticaI axis (usuaIIy the y-axis) at that highest point. ^_^

perfect explained

Thank you, you did good as well! ^^

Adigirl29 · Answer

alright I got it tysm guys!

SoundwaveKun · Answer

@adigirl29 wrote:

alright I got it tysm guys!

Of course! ^_^

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