First, isolate . To do so, divide both sides by .Then, eliminate the radical. So, square both sides of the equation To have h^2 only at the right side, subtract both sides by r^2.And, to have h only, take the square root of both sides of equation
The answer of 3542=48, if the given is 1243=21 , 2415=36, 3241=25, 4521=27.
Step-by-step explanation:
The given is,
1243=21
2415=36,
3241=25,
4521=27
Step:1
For, 1243 = 21
Above is solved by,
(1+2)×(4+3)=21
(3)×(7)=21
21=21
For, 2415 = 36
Above is solved by,
(2+4)×(1+5)=21
(6)×(6)=36
36=36
For,3241= 25
Above is solved by,
(3+2)×(4+1)=25
(5)×(5)=25
25=25
For, 4521= 27
Above is solved by,
(4+5)×(2+1)=27
(9)×(3)=27
27=27
For, 3542 = ?
Above is solved by,
= (3+5)×(4+2)
=(8)×(6)
3542=48
Result:
The answer of 3542=48, if the given is 1243=21 , 2415=36, 3241=25, 4521=27.
3x + 2 - x = 11x + 9
3x - x + 2 = 11x + 9
2x + 2 = 11x + 9
X= - 7 over 9
52-46=6 drop down the 1 = 61- 46=15 drop down the 0 =150 46x3= 138 so 150-138= 12
