Given:
Daniela gives away some of her marbles every day for five days.
Each day, she has the number of marbles she had a previous day.
To find:
The fraction of the original number of marbles Daniela have left after five days.
Solution:
Let the origin number of marble be x.
Number of marbles after one day =
Number of marbles after two days =
=
Similarly,
Number of marbles after three days =
Number of marbles after four days =
Number of marbles after five days =
=
Since, is multiplied with x, therefore, the number of marbles Daniela have left after five days is part of original number of marbles.
Answer:
The expression in simplified radical form is:
√ 25 –2√3 + √27 +2√ 9 = 11 + √3
Step-by-step explanation:
Given the expression
√ 25 –2√3 + √27 +2√ 9
as
√ 25 = 5
√27 = 3√3
2√9 = 6
so the expression becomes
√ 25 –2√3 + √27 +2√ 9
= 5 - 2√3 + 3√3 + 6
= 11 + √3
Thus, the expression in simplified radical form is:
√ 25 –2√3 + √27 +2√ 9 = 11 + √3
5 x 1.4 = 7
I hope this helped you out!