Answer:
1:- if line AM = 2x+18 and BS = 5x-12 then X=
so, given = • AM = 2x+18
• BS = 5x-12
required to find :- value of X
so, we know that parallel lines in a parallelogram are always equal
AM = BS
equation ,
= 2x + 18 = 5x -12
= 18+12 = 5x - 2x
= 30 = 3x
X=
X= 10
2. what is the measurement of BS ?
given measurement = 5x -12
[ we know the value of X = 10 ]
so putting in equation
= 5(10) -12
= 50 - 12
= 38
3.if angel m = 96° then find angel A
we know the property of adjacent angles
it's states that sum of adjacent is always equal to the 180°
so let's take angles A as x°
x° + 96° = 180°
x° = 180° - 96°
x° = 94°
therefore the angel A measures 94°
4. line segment BH = 10x+8 and the line segment HM = 30x - 12 find X
we know that diagonals bisect each other in a parallelogram so ,
BH = HM
10x + 8 = 30x - 12
= 10x -30x = -12 -8
= -20x = -20
= X = 1
5. measurement of segment AS ?
we know that both diagonals are Equal in parallelogram so the Measurement of line segment BM will be equal to the AS
BM = BH + HM
10x + 8 + 30x - 12
value of x = 1
so, putting in equation
10(1) + 8 + 30(1) - 12
= 10 + 8 + 30 - 12
= 48 - 12
= 36cm
so the Measurement of AS = 36cm
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Answers & Comments
Answer:
Answer :-
1:- if line AM = 2x+18 and BS = 5x-12 then X=
so, given = • AM = 2x+18
• BS = 5x-12
required to find :- value of X
so, we know that parallel lines in a parallelogram are always equal
AM = BS
equation ,
= 2x + 18 = 5x -12
= 18+12 = 5x - 2x
= 30 = 3x
X=
X= 10
2. what is the measurement of BS ?
given measurement = 5x -12
[ we know the value of X = 10 ]
so putting in equation
= 5(10) -12
= 50 - 12
= 38
3.if angel m = 96° then find angel A
we know the property of adjacent angles
it's states that sum of adjacent is always equal to the 180°
so let's take angles A as x°
x° + 96° = 180°
x° = 180° - 96°
x° = 94°
therefore the angel A measures 94°
4. line segment BH = 10x+8 and the line segment HM = 30x - 12 find X
we know that diagonals bisect each other in a parallelogram so ,
BH = HM
10x + 8 = 30x - 12
= 10x -30x = -12 -8
= -20x = -20
= X = 1
5. measurement of segment AS ?
we know that both diagonals are Equal in parallelogram so the Measurement of line segment BM will be equal to the AS
BM = BH + HM
10x + 8 + 30x - 12
value of x = 1
so, putting in equation
10(1) + 8 + 30(1) - 12
= 10 + 8 + 30 - 12
= 48 - 12
= 36cm
so the Measurement of AS = 36cm
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