Travis has decided to budget his spending money. he can spend no more
than $125.75 every month. he has also decided to spend 4.3 times as much
money on video games as he spends on movies. what linear inequality
describes this problem?
o
a. 4.3x < 125.75
b. 4.3x+ 125.75
o oo
c. 4.3x2 125.75
o
d. 4.3x+x< 125.75

is the inequality that describes this problem

Given that Travis can spend no more  than $125.75 every month

To find: linear inequality that describes the problem

Let the amount spent on movies = x dollars

Given that Travis decided to spend 4.3 times as much  money on video games as he spends on movies

Amount spent on video games = 4.3 (amount spent on movies)

Amount spent on video games = 4.3x

Travis can spend no more than $125.75.  That is, he can spend less than or equal to $125.75

Thus, the inequality representing the situation is:

Thus the required inequality is found

the one that has a slope of 1/2 and is positive.

step-by-step explanation: 2 buckets 1 trip ; 4 buckets 2 trips and so on.