Question

Busy had $1,600 in her checking account when she signed up for an automatic transfer program, where $50 is transferred from her checking account to her savings account each month. If Busy does not make any other deposits to or withdrawals from her checking account, which of the following equations can be used to find m, the amount of money remaining in her checking account after 6 months?

A.m = (1,600 - 50)6

B.m = (1,600 - 50) ~ 6

C.m = 1,600 - 50(6)

D.m = 1,600 + 50(6)
~ = division

Answer 1

@sammixboo

Answer 2

@JacksonJRB

Answer 3

Have to eat dinner. Sam can take this one if she has time. Otherwise, I'll be back in 15 minutes.

Answer 4

thnks

Answer 5

@Heypeoplz

Answer 6

@jdoe0001

Answer 7

Back.

Answer 8

yay

Answer 9

It is C.

Answer 10

Do you know why?

Answer 11

no...

Answer 12

i have another question...

Answer 13

Okay, so she started with $1600 in her checking account and each month, $50 is transferred to a different account. So, if this goes on for six months, the amount of money left over is equal too 1600-(the amount of money taken out each month)(the number of months)

Answer 14

What is your other question?

Answer 15

umm this

Answer 16

Select all the correct answers.
Which of the situations correspond to the equation below?



Rainy's neighbor was having a new fence installed and asked her to pay 35% of the cost based on the portion of the fence that ran between their houses. He asked her for $339.50 to cover $850.00 worth of materials plus labor costs, t.
Monica read in the paper that the Formal Gown Warehouse is offering 35% of the cost of a gown toward a pair of dress shoes. The gown that Monica wants cost $850.00 and the shoes that go with the dress are also on sale for t, which would give her a total savings of $339.50.
Chase donated t to the school's fundraiser, which put their fundraising total at $339.50 or 35% of their goal target of $850.
After paying t toward her tuition, Julie still owed 35% of her total tuition of $850.00, leaving an amount due of $339.50.
Manuel received a 35% discount for a savings of $339.50 by purchasing a set of four tires at $212.50 each plus a road hazard warranty for t.

Answer 17

I don't see an equation...

Answer 18

0.35(t + $850)=$339.50

Answer 19

its timing me!?

Answer 20

@Heypeoplz

Answer 21

It's the second one/

Answer 22

YOUR AWESOME

Answer 23

Thanks. :P

Answer 24

BYE