Answer:
The maximum amount of time that the ballroom can be rented is 3.4 h.
Step-by-step explanation:
In order to find the maximum amount of time the ballroom can be rented we can create an inequality in such a way that the cost must be less or equal to $80.58, which is the amount of money that is available. So we have:
c = 23.7*h
80.58 >= 23.7*h
23.7*h =< 80.58
h =< 80.58 / 23.7
h =< 3.4 h
The maximum amount of time that the ballroom can be rented is 3.4 h.
6.5, 13= 4h over 2 half the base is 2, divide 13 by 2 you get 6.5
Step-by-step explanation:
if I understand correctly, then he bought a CD with a balance of c and an annual interest rate of 6%.
now, after this one year the CD is worth (the account balance is) c + 6% = 100% + 6% = 106% = 1.06×c
There are 25 gold cards, none of them are multiples of 10 (because they are odd).
<span>There are 5 silver cards that are multiples of 10 (10, 20, 30, 40, 50) </span>
<span>That's a total of 30 favorable outcomes out of 50 possible cards. </span>
<span>P(gold or multiple of 10) = 30/50 = 3/5 </span>
<span>PART B: </span>
<span>There are 25 silver cards (even) </span>
<span>Of the gold cards (odd), there are 4 multiples of 7 {7, 21, 35, 49} </span>
<span>That's a total of 29 favorable outcomes out of 50 possible cards. </span>
<span>P(silver or multiple of 7) = 29/50</span>
Hi there...
You need to distribute the exponent into each of the terms in the parenthesis.
So...
(-3)³ x (g²)³ x (k²)³
-27 x g⁶ x k⁶
-27g⁶k⁶