Personally I think it’s easiest to read over just the definitions over and over and then go back to the words and say oh yeah that’s this definition also make sure u don’t memorize them in order IT WONT BE THAT WAY ON THE TEST anddd quizlet is ur bff bc they usually have any or most sets or vocab
Assuming Evelyn spent the day shopping and made the following purchases: $) Camera 66.31 Hat 13.44 Parking 8.00 Planner 9.78 , the amount money in Evelyn’s account to begin with is: b. $305.69
Using this formula
Amount of money =Account balance+Purchases
Where:
Account balance=$208.16
Purchase =Camera+Hat+Parking+Planners
Purchase=$66.31+$13.44+$8.00+$9.78
Purchased=$97.53
Let plug in the formula
Amount of money=$208.16+$97.53
Amount of money=$306.69
Inconclusion assuming Evelyn spent the day shopping, the amount money in Evelyn’s account to begin with is: b. $305.69
Learn more here:
brainly.com/question/6070026
Answer:
The inequality symbol is incorrect because she can spend up to and including $65.
The expression 5. 50b + 7. 5 is correct because $5. 50 per book is 5. 50b and that is added to the shipping fee of $7. 50 to determine the total purchase price.
Explanation:
The inequality should be 5.50b + 7.5 ≤ 65 because she can use less than $65 or all $65 to spend on books.
Also, the shipping fee is for all the books she buys combined, not for each individual book so the left side of the inequality should read 5.50b + 7.5.
The original amount of carbon 14 that is in this bone is 38.29%
The formula that is used to determine the original amount of carbon 14 in the bone is given as:
The value of t is given as 8000.
What is to be done is to solve the equation using the value of t
= ae⁻⁰.⁹⁶
Solve for exp(-0.96)
y = 0.3829a
= 38.29%
Therefore the amount of carbon 14 that is in the bone is 38.29%
<h3>What is carbon 14?</h3>
This is a method of radiocarbon that isused in the age determination of substances. That is after the dacay of nitrogen.
Read more on radiocarbon here: brainly.com/question/12693872
Answer:
I am unique because I am my own person and I have my own personality.
Explanation:
