I need some serious help. c = 0.25(t-300) + 69.95 where t>300. Will someone help me please?
Of course, I would be happy to help you. It seems like you have an equation and you need some assistance with it. The equation you provided is: c = 0.25(t-300) + 69.95, with the restriction that t must be greater than 300.
To better understand the equation, let's break it down step by step:
1. Start with the term (t-300): This means that you subtract 300 from t. For example, if t = 350, then (t-300) would equal 350 - 300 = 50.
2. Next, multiply the result from step 1 by 0.25: Multiply the value you obtained in step 1 by 0.25. In our example, 0.25 * 50 = 12.5.
3. Add the product from step 2 to 69.95: Take the value obtained in step 2 and add it to 69.95. In our example, 12.5 + 69.95 = 82.45.
So, if t = 350, then c would equal 82.45.
To solve the equation for a specific value of t, you simply substitute that value into the equation and perform the necessary calculations. Keep in mind that the value of t must be greater than 300 to satisfy the given restriction.
If you have a specific value of t in mind or any further questions, please let me know and I'll be glad to assist you further.