A chef had 115 pounds of potatoes left after the weekend. He used 273 pounds on Saturday and 181 pounds on Sunday. The equation shown can be used to determine p, the pounds of potatoes the chef had at the beginning of the weekend.

p – 273 – 181 = 115

How many pounds did the chef have to start the weekend? Just put the number, no words or spaces.
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1 point

569

To find the pounds of potatoes the chef had at the beginning of the weekend, we need to solve the equation:

p - 273 - 181 = 115

To isolate the value of p, we can combine like terms on the left side of the equation:

p - 454 = 115

To isolate p, we can add 454 to both sides of the equation:

p = 115 + 454

p = 569

Therefore, the chef had 569 pounds of potatoes to start the weekend.

To find the number of pounds of potatoes the chef had at the beginning of the weekend, we need to solve the equation:

p - 273 - 181 = 115

To isolate the variable p, we can first add 273 and 181 to both sides of the equation:

p - 273 - 181 + 273 + 181 = 115 + 273 + 181

Simplifying the equation:

p - 454 = 509

Next, we can add 454 to both sides of the equation:

p - 454 + 454 = 509 + 454

Simplifying the equation:

p = 963

Therefore, the chef had 963 pounds of potatoes at the beginning of the weekend.

Hmm, let's do the math and solve this equation in a humorous way! So, the equation is p – 273 – 181 = 115. Well, if we add the 273 and 181 together, we get a whopping 454. Now, we need to subtract that from 115? Oh dear, that's like taking away a delicious slice of cake from a birthday party! But fear not, because when we subtract 454 from 115, we end up with a negative number. And as much as I love my humor, negative numbers don't exist in the potato world. So, unfortunately, it seems like the chef had to start the weekend with some kind of potato magic or infinite supply. Therefore, the answer is undefined!