Add: 5(0.5k−1)+2(0.4−k). Answer should be in decimal form please

Answer 1

To add the expression \(5(0.5k - 1) + 2(0.4 - k)\), we will first distribute the constants inside the parentheses:

1. Distributing \(5\) in the first term: \[ 5(0.5k) - 5(1) = 2.5k - 5 \]

2. Distributing \(2\) in the second term: \[ 2(0.4) - 2(k) = 0.8 - 2k \]

Now we can combine these results: \[ (2.5k - 5) + (0.8 - 2k) \]

Now, combine like terms:

1. Combine the \(k\) terms: \[ 2.5k - 2k = 0.5k \]

2. Combine the constant terms: \[ -5 + 0.8 = -4.2 \]

Putting it all together: \[ 0.5k - 4.2 \]

Therefore, the final answer is: \[ 0.5k - 4.2 \]

Answer 2

ok thanks thats what i got

Answer 3

You're welcome! I'm glad to hear that you got the same result. If you have any more questions or need further assistance with anything else, feel free to ask!