G(-30)=2(-30)/3+3
g(-30)=(-60/3)+3
g(-30)=-20+3
g(-30)=-17
The digit that can be found in the hexadecimal system but not in the decimal system is: "5" (Option A)
<h3>What is hexadecimal system?</h3>
Hexadecimal is a base-16 numeral system. It is useful for representing huge integers with fewer digits.
<h3 /><h3>What is a decimal system?</h3>
The decimal system is a number system in which each number is stated in base 10 by utilizing one of the first nine integers or 0 in each place and allowing each place value to be a power of ten.
Learn more about decimal system at;
brainly.com/question/1827193
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Full Question
Which of the following digit can be found in the hexadecimal system but not in the decimal system:
A) 5
B) A
C) 8
D) 2
18 and 25. explanation: 18 is the legal age and they were desperate for soldiers so the minimum age was as low as it could be. hope this helps!
Answer:
2 credit hours
Explanation:
Given
14x + 16y = 74
Required
Determine the number of credit hours y greater than x
From the question, we understand that
y => spring semesters
x => fall semesters
From the equation,
14 represent the number of credit hours in each fall semester
16 represent the number of credit hours in each spring semester
Calculate the difference.
Difference = 16 hours - 14 hours
Difference = 2 hours
Hence, the student take 2 more hours in each spring semester than in each fall semester