Answer:
y=8*4^x
Step-by-step explanation:
Let the exponential function be of the form y=A*B^x
We want to find constant A and B.
So I'm going to use (1,32) giving me 32=A*B
I'm going to use (4,2048) giving me 2048=A*B^4
2048/32=64
A*B^4/A*B=B^3
So If you divide the equation 2048=A*B^4 by 32=A*B
we get 64=B^3
which gives us B=4
Since 32=A*B and B=4 then A=8
So the answer is y=8*4^x
First convert all volumes to the same unit. After converting 750 ml to 0.75 liters, sum this with the 487 liters already added to get 487.75 liters. Subtract this from the total capacity of 1458 liters to get 970.25 liters, which is the additional volume needed to fill the hot tub.
To determine how much more water needs to be put into the hot tub, you need to subtract the volume of the water that has already been added from the hot tub's total capacity.
First, you need to convert all the volumes to the same unit. Since the total capacity of the hot tub is given in liters, it would be best to convert the 750 ml to liters. As 1 liter is equal to 1000 ml, 750ml is equal to 0.75 liters. So, the total volume of the water that has been added to the hot tub now is 487 liters + 0.75 liters, which equals 487.75 liters.
Subtract this volume from the total hot tub capacity: 1458 liters - 487.75 liters equals 970.25 liters. So, 970.25 liters more water needs to be added to the hot tub to fill it to its total capacity.
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Answer:
1 HOUR 30 MINS
Step-by-step explanation: