Which of the following is a real-world problem that could be solved with the sum 102.50+(−39.95)?(1 point)

11 answers

A potential real-world problem that could be solved with the sum 102.50+(−39.95) is calculating the total amount of money left after subtracting a purchase of $39.95 from an initial amount of $102.50.
Which of the following is a real-world problem that could be solved with the sum 102.50+(−39.95)?(1 point)
Responses

Nevaeh earned $102.50 last weekend. He then spent $39.95 on a new game. How much money from his weekend earnings does he have left?
Nevaeh earned $102.50 last weekend. He then spent $39.95 on a new game. How much money from his weekend earnings does he have left?

Nevaeh earned $102.50 last weekend. He then received $39.95 from his mom. How much money does he now have?
Nevaeh earned $102.50 last weekend. He then received $39.95 from his mom. How much money does he now have?

Nevaeh has $102.50 in his bank account. He then deposits $39.95 into his bank account. How much money does he now have in his bank account?
Nevaeh has $102.50 in his bank account. He then deposits $39.95 into his bank account. How much money does he now have in his bank account?

Nevaeh bought new headphones for $102.50. He then spent $39.95 on a new game. How much money did Nevaeh spend all together?
Nevaeh bought new headphones for $102.50. He then spent $39.95 on a new game. How much money did Nevaeh spend all together?
The real-world problem that could be solved with the sum 102.50+(−39.95) is "Nevaeh earned $102.50 last weekend. He then spent $39.95 on a new game. How much money from his weekend earnings does he have left?"
Solve the following problem:
It was 13°C yesterday, but the temperature changed by −18.6° overnight. What is the temperature now?(1 point)
To solve the problem, we need to subtract the change in temperature (-18.6°C) from the original temperature (13°C).

13°C - 18.6°C = -5.6°C

Therefore, the temperature now is -5.6°C.
Use the additive inverse to find −492.89−(−871.78).(1 point)
To find -492.89 - (-871.78), we can rewrite the second term as the additive inverse of -871.78, which is 871.78:

-492.89 - (-871.78) = -492.89 + 871.78

Now we can add the two numbers:

-492.89 + 871.78 = 378.89

Therefore, -492.89 - (-871.78) = 378.89.
Determine the distance between −18.26 and −2.45 on a number line.(1 point)
Responses

20.71
20.71

−20.71
negative 20.71

−15.81
negative 15.81

15.81
15.81
To determine the distance between -18.26 and -2.45 on a number line, we subtract the smaller value from the larger value:

|-18.26 - (-2.45)| = |-18.26 + 2.45|

|-18.26 + 2.45| = |-15.81|

The absolute value of -15.81 is 15.81.

Therefore, the distance between -18.26 and -2.45 on a number line is 15.81.
What is 1749 + 59 − 8 − 10?(1 point)
Responses

20
20

−1
negative 1

−7
negative 7

0
To find the result of the expression 1749 + 59 - 8 - 10, we perform the calculations in order:

1749 + 59 = 1808
1808 - 8 = 1800
1800 - 10 = 1790

Therefore, 1749 + 59 - 8 - 10 equals 1790.