B) From the sum of 3x+y+11 and (-y-11), subtract 3x-2y-11. answer in explanation please About the author Charlotte
Answer :- In this question, we first need to find the sum of ( 3x + y + 11 ) and ( – y – 11 ). After getting the sum, we need to subtract ( 3x – 2y – 11 ). Sum of ( 3x + y + 11 ) and ( – y – 11 ) → ( 3x + y + 11 ) + ( – y – 11 ) Opening the bracket – → 3x + y + 11 – y – 11 Arranging like terms :- → 3x + ( y – y ) + ( 11 – 11 ) Solving the expression – → 3x + 0 + 0 → 3x Subtracting ( 3x – 2y – 11 ) from 3x → 3x – ( 3x – 2y – 11 ) Opening the bracket :- → 3x – 3x + 2y + 11 Arranging like terms :- → ( 3x – 3x ) + 2y + 11 Solving the expression :- → 2y + 11 Reply
Answer: 2y + 11 Step-by-step explanation: Sum of 3x+y+11 and (-y-11) = 3x + y + 11 + (-y – 11) = 3x + y + 11 – y – 11 = 3x Subtraction of 3x-2y-11 from the sum of 3x+y+11 and (-y-11) = 3x – (3x – 2y – 11) = 3x – 3x + 2y + 11 = 2y + 11 Reply
Answer :-
In this question, we first need to find the sum of ( 3x + y + 11 ) and ( – y – 11 ). After getting the sum, we need to subtract ( 3x – 2y – 11 ).
Sum of ( 3x + y + 11 ) and ( – y – 11 )
→ ( 3x + y + 11 ) + ( – y – 11 )
Opening the bracket –
→ 3x + y + 11 – y – 11
Arranging like terms :-
→ 3x + ( y – y ) + ( 11 – 11 )
Solving the expression –
→ 3x + 0 + 0
→ 3x
Subtracting ( 3x – 2y – 11 ) from 3x
→ 3x – ( 3x – 2y – 11 )
Opening the bracket :-
→ 3x – 3x + 2y + 11
Arranging like terms :-
→ ( 3x – 3x ) + 2y + 11
Solving the expression :-
→ 2y + 11
Answer:
2y + 11
Step-by-step explanation:
Sum of 3x+y+11 and (-y-11) = 3x + y + 11 + (-y – 11) = 3x + y + 11 – y – 11 = 3x
Subtraction of 3x-2y-11 from the sum of 3x+y+11 and (-y-11) = 3x – (3x – 2y – 11) = 3x – 3x + 2y + 11 = 2y + 11