Find the value of (n) in the following equation. Fill in the blank with the correct number to complete the solution.
1. 6×3 = n - 4 6×3 = n - 4
___ = n - 4
18+4 = n - 4 + ___
___ = n
2. n - 16 = 36 n - 16 = 36
n - 16 + 16 = 36 +___
n = ___
3. 2n - 36 = 14 2n - 36 = 14
2n - 36 +__ = 14 + ___
2n = 50
1. 6×3 = n - 4 6×3 = n - 4
___ = n - 4
18+4 = n - 4 + ___
___ = n
2. n - 16 = 36 n - 16 = 36
n - 16 + 16 = 36 +___
n = ___
3. 2n - 36 = 14 2n - 36 = 14
2n - 36 +__ = 14 + ___
2n = 50
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Answer:
1. 6×3 = n - 4 6×3 = n - 4
_18__ = n - 4
18+4 = n - 4 + _4__
_22__ = n
2. n - 16 = 36 n - 16 = 36
n - 16 + 16 = 36 +_16__
n = _52__
3. 2n - 36 = 14 2n - 36 = 14
2n - 36 +_36_ = 14 + _36__
n=25
Step-by-step explanation:
you have to apply addition property of equality in order to get the value of n.