Given:
A recipe combines 6 cups of nuts with 5 cups of granola.
John has 36 cups of nuts.
To find:
Number of cups of trail mix (total) does he have.
Solution:
The recipe combines 6 cups of nuts with 5 cups of granola.
The recipe combines 1 cup of nuts with cups of granola.
The recipe combines 36 cup of nuts with cups of granola.
So, the number of cups of granola in trail mix is
Total number of cups = cups of nuts + cups of granola.
Therefore, the total number of cups in trail mix (total) he have, is 66.
A.5
B.–5
C.0
D.–1
-5+ =-5
Replace the blank place by x
-5+x=-5
Simplify both sides of the equation
x-5=-5
Add 5 to both side sides
x-5+5=-5+5
x= 0
Answer : C
I hope that's help !
A. 0
B. 18
C. 8
D. 10
Add -4m to both sides
4m+5n -4m = 25-4m
5n = -4m +25
Divide both sides by 5
5n/5 = -4m+25/5
n = -4/5 m +5
I hope that's help ! If you have questions please let me know
n = -4/5
The verification for the Pythagorean identity 1 + cot²∅ = cosec²∅ will lead to sin²∅ + cos²∅ = 1
1 + cot²∅ = cosec²∅
Therefore,
cosec²∅ = 1 / sin²∅
cot²∅ = 1 / tan²∅ = cos²∅ / sin²∅
Hence,
1 + cos²∅ / sin²∅ = 1 / sin²∅
Therefore, multiply both sides by sin²∅
1(sin²∅) + (sin²∅) cos²∅ / sin²∅ = (sin²∅) 1 / sin²∅
sin²∅ + cos²∅ = 1
learn more on Pythagorean identity here: brainly.com/question/11674053
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Answer:
475 hours
Step-by-step explanation: