Question 2 Unsaved
Write a system of equations that one could use to solve this word problem.
Question 2 options:
a)
{4x+10y=1950x+y=300
4x+10y=1950x+y=300 {"version":"1.1","math":"4x+10y=1950x+y=300"}
b)
{4x=30010y=1950
4x=30010y=1950 {"version":"1.1","math":"4x=30010y=1950"}
c)
{4x+10y=300x+y=1950
4x+10y=300x+y=1950 {"version":"1.1","math":"4x+10y=300x+y=1950"}
d)
{x+y=300x+y=1950
x+y=300x+y=1950 {"version":"1.1","math":"x+y=300x+y=1950"}
B) 106.17
C) 103.78
D) 108.57
Answer:
1) The temperature of Bryan is 101.39°
Step-by-step explanation:
Here, the Temperature of Isabell is given = 103.78 degrees
Now, the temperature of Bryan = Iaabell's Tempt. - 2.36
So, temperature of Bryan = (103.78 - 2.36) degrees
= 101.4 degree
Hence, the temperature of Bryan = 101.4 degree
So, the most appropriate option is 101.39°