Using Euclid's algorithm, the first number you check is their difference:
60 - 48 = 12
Since 12 divides both numbers evenly, that is your GCF.
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If the difference does not divide both numbers evenly, you can repeat the procedure with the difference and the remainder from dividing the smallest of the other numbers by the difference. For example, ...
GCF(60, 44) = GCF(44 mod 16, 16) = GCF(12, 16) = 4
Answer:
C
Step-by-step explanation:
So we have the equation:
And we want to find the value of x such that k is -4.
To do so, we can substitute -4 for k and then solve for x.
So, substitute -4 for k:
And now, we just have to solve for x.
Let's multiply both sides by 5:
The left side cancels. Multiply on the right:
Now, let's add 2 to both sides:
The left side cancels again. Add on the right:
Therefore, the value of x is -18.
Our answer is C.
And we're done!
I would use subsitution because both are already equal to a single variable
set both equal since both equal y
8x-9=y=4x-1
8x-9=4x-1
minus 4x both sides
4x-9=-1
add 9 boh sides
4x=10
divide by 4
x=10/4=5/2
sub for x
y=4x-1
y=4(10/4)-1
y=10-1
y=9
(5/2,9) is solution
A. work shown above
B. (5/2,9) or (2.5,9)
The fraction of pan of cranberry bars did Julian’s family eat is 5/16
<h3>Fraction</h3>
- Quantity eaten by family = 5/8 of the remaining
Fraction of the whole pan of cranberry bars did Julian’s family eat = 5/8 of 1/2
= 5/8 × 1/2
= 5/16
Therefore, the fraction of pan of cranberry bars did Julian’s family eat is 5/16
Learn more about fraction:
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Answer:
x = 72
Step-by-step explanation:
This is because if you add all the angles in a triangle they should add to 180. 77+31=108
180-108=72
