Answer:
Step-by-step explanation:
pi = 3.14159265359
Frank can mow at a rate of 6/5 lawns per hour. In 50 hours, by multiplying the rate by the total time, we find that Frank can mow a total of 60 lawns.
To calculate this, we should utilize basic mathematical operations that apply to rate problems. We know Frank's rate is 6/5 lawns per hour, and we are given a total time of 50 hours.
So, to find the total number of lawns Frank can mow in 50 hours, we simply multiply his rate (6/5) by the total time (50 hours). This gives us (6/5) * 50 = 60 lawns.
Therefore, Frank can mow 60 lawns in 50 hours if he maintains his constant rate.
#SPJ3
well, we know his rate is 6/5 lawns/hour that means he can do 6 lawns in 1 hour, well, how many can he do in 50 hours?
b $357
c $308
d $252
Answer:
[tex]-\sqrt{105}=10.2[/text]
Step-by-step explanation:
We are asked to find the value of [tex]-\sqrt{105}[/text] to the nearest tenth.
Using calculator we find the value if [tex]-\sqrt{105}[/text] which comes out to be 10.24
Hence
[tex]-\sqrt{105}=10.2[/text]
Rounded to nearest tenth decimal .