Rich has t dollars in his checking account. On June 3, he deposited w,h, and v dollars and cashed a check that he wrote himself for K dollars. Write an algebraic expression that represents the amount of money in his account after the transactions

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Answer:

The amount of money in Rich's account after the transactions will be (t+w+h+v-K) dollars.

Step-by-step explanation:

We are told that Rich has t dollars in his checking account.

On June 3 he deposited w,h, and v dollars. We can represent this information as: t+w+h+v.

Now let us subtract the amount Rich cashed check for K dollars.

t+w+h+v-K

Therefore, the expression that represents the amount of money in Rich's account after the transactions is (t+w+h+v-K) dollars.


Equation is the representation of a system. The equation that can represent the system is t + w + h + v - k.

What is the equation?

The equation helps us to compare two expressions of a given system.

Given to us

Rich has t dollars in his checking account.

On June 3, he deposited w,h, and v dollars

And cashed a check that he wrote himself for K dollars.

We know that the initial amount in Rich's account was t dollar, but later on, he deposited w,h, and v dollars, therefore, he added w,h, and v dollars to his account.

t + w + h + v

Later on, Rich wrote a check for himself of amount k dollars, therefore, the balance in the account was reduced by a number of k dollars.

t + w + h + v - k

Thus, the equation that can represent the system is t + w + h + v - k.

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