Step-by-step explanation: Since the number P(t) increases proportionally to the number of individuals unaware of the product, we establish that initially, nobody is aware of the product at the campaign's start and that 50% are aware after 50 days of advertisements. Thus, we determine: P(0) = 0 and P(50) = 1,500,000, leading to a first-order ordinary differential equation. The integrating factor must be calculated and both sides of the equation manipulated accordingly. Hence, upon integrating and solving, we arrive at the equation modeling the number of people (in millions) aware of the product over time.
Let "x" denote the unit count.
5x represents the total tomato plants in Inessa's garden.
6x signifies the number of tomato plants in Ralph's garden.
According to the prompt, half of Inessa's total tomato plants (1/2 x (5x)) are transferred to Ralph's garden.
Consequently, Ralph has 850 tomato plants in total after this transfer.
By using this information, we arrive at the equation we need to solve:
(1/2)(5x) + 6x = 850
Upon finding "x", we determine that:
"x" = 100
Returning to our original context, Ralph initially had (6x) tomato plants, so with "x" equal to 100, we multiply 6 by 100.
This analysis leads us to the conclusion:
Ralph initially had 600 tomato plants.
I hope this clarifies things!:D
Thank you for bringing your question here. I hope you find the answer useful. Don't hesitate to ask additional questions. Yes, as the level of tar rises, the concentration of carbon monoxide also increases.
Answer:
An eight-digit grid coordinate allows for precision within 10 meters.
Step-by-step explanation:
Grid coordinates are designed to direct accurately to a specific location by using a map that includes equally spaced vertical and horizontal lines, each assigned numbers to outline a place. The intersection of these vertical and horizontal lines has unique identifiers and creates small sections called grid squares.
The precision increases with the number of digits in the coordinate; an eight-digit designation gives accuracy to the nearest 10 meters.
