I need help writing equations for these two word problems:

1. On June 30th, Mr. Hester will be given $1,000,000 and in July, Mr. hester will be paid $100,000 per day.

2. On June 30th, we will set up an account for Mr. Hester starting with $0.05. Every day in July, the organization will double the amount in the account.

Where's the question?

The question is how do you write the equations for these problems.

To do do this you have to know how to divide and aðd

To write the equations for these word problems, let's break them down one by one:

1. On June 30th, Mr. Hester will be given $1,000,000 and in July, Mr. Hester will be paid $100,000 per day.

Let's define some variables:
- Let "m" represent the total amount Mr. Hester will have on June 30th.
- Let "d" represent the number of days in July.

Given that July has 31 days, we can write the equation as:
m + (100,000 * d) = 1,000,000

Here, we add the initial amount Mr. Hester receives on June 30th, which is $1,000,000, to the product of $100,000 per day multiplied by the number of days in July.

2. On June 30th, we will set up an account for Mr. Hester starting with $0.05. Every day in July, the organization will double the amount in the account.

Let's define some variables:
- Let "a" represent the amount in the account on June 30th.
- Let "d" represent the number of days in July.

We are given that the organization doubles the amount in the account every day in July. This means that the amount in the account doubles every day. Mathematically, this can be represented as:
a * (2^d) = final amount

Since we don't know the exact ending amount, we will leave it as "final amount." The base for the exponent is 2 since the amount doubles each day.

Note: In the second word problem, you mentioned that the starting amount was $0.05, but we don't use floating-point numbers in equations. We can express $0.05 as 5 cents or $0.05. Additionally, make sure to clarify the definition of "d" if it refers to the number of days in July.

Remember to always define your variables clearly and choose appropriate letters to represent them. Additionally, ensure your equations accurately reflect the information provided in the word problems.