Develop two linear equations to represent the savings of these two people:
Raul: rl=$350 + $15x
Ruth: rh=$200 + $25x
In both cases, x represents the number of weeks elapsed.
When will these two people have saved up the same amount? Set rl = rh and solve for x, the number of weeks elapsed:
$350 + $15x = $200 + $25x
$150 = $10x gives us x= 15. Their savings will be equal after 15 weeks.
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Guessing these are the options:
4 + (-8) ___ 6 + (-8) + (-6)
If the signs are the same, you add. If you have one positive and one negative sign, you minus:
4 + (-8) = 4 - 8 = -4
6 + (-8) = 6 - 8 = -2
(-2) + (-6) = (-2) - 6 = -8
-4 ___ -8
<h2>-4 > -8</h2>
<span>The minimum value of the graph within the domain</span> would be -4.
No 8.
Use proportion time to return home = (52 * 6) / 60 = 52/10 = 5.2 hours
That is 5 hours 12 minutes
