Maria opens a savings account with $50 and then saves $19 each week. How many weeks will it take for her account to reach $259? Represent this problem with an equation in the form px+q=r .(1 point) Responses 19x−50=259 19 x minus 50 equals 259 259+50=19x 259 plus 50 equals 19 x 19x+50=259 19 x plus 50 equals 259 50x+19=259
Let x represent the number of weeks it will take for her account to reach $259. Since she saves $19 each week, the amount in her account after x weeks will be 19x.
Her initial deposit was $50, so the equation representing this problem is: 19x + 50 = 259. Thus, the correct equation is 19x + 50 = 259.
The equation representing this problem in the form px+q=r is:
19x + 50 = 259
To solve this problem and represent it with an equation in the form px + q = r, let's break down the information given:
Maria opens a savings account with $50, which means her initial savings value is $50. Each week, she saves $19. We want to know how many weeks it will take for her account to reach $259.
Let's assume that it takes x weeks for her account to reach $259. Since she saves $19 each week, the total amount saved after x weeks would be 19x dollars. Adding her initial savings of $50, the total amount in her account after x weeks can be represented as 19x + 50.
Thus, the equation representing the problem is:
19x + 50 = 259
Therefore, the correct equation in the form px + q = r is 19x + 50 = 259.