Answer:
A.
5x-2y= -6-------(1)
2x-y= 1------(2)
Equation (1) - 2 × Equation (2)
→5x-2y-4x+2y= -6 -2
Adding and Subtracting like terms
→x= - 8
Putting the value of x in equation 2
→2×(-8) -y =1
→-16 -y=1
Adding 16 on both sides of equation
→-y=16+1
→y = -17
x= -8, and y= -17
B
2x + 3y = 432------(3)
5x – 2y = 16---------(4)
2×Equation (3) + 3 × Equation (4)
→4x+6y+15x-6y=864+48
→19 x=912
Dividing both sides by 19, we get
x=48
Putting the value of x, in equation (3)
2× 48+3y=432
96+3y=432
3y=432-96
3y=336
Dividing both sides by,3 we get
y=112
Solution set is equal to, x=48,y=112
Answer:-5
Step-by-step explanation:
2x+3=-7
2x=-7-3
x=-10/2
so,
x=-5
Answer: x=-5
Step-by-step explanation: just did the assessment on edge
Answer:
Step-by-step explanation:
first add the one with 20 then divide by 3
b. 5
c. 7
d. 9
e. 10
Melinda must removeatleast 5 pairs of socks to ensure that she has a pair of each color.
Option B is the correct answer.
We have,
To ensure that Melinda has a pair of eachcolor, she needs to remove at least one sock from each color until she has one sock remaining from each color.
Since she has 3 pairs of red socks, 2 pairs of black socks, and 5 pairs of white socks, the minimumnumber of pairs she must remove is the maximum of these numbers.
The maximum among 3, 2, and 5 is 5.
Therefore,
Melinda must removeatleast 5 pairs of socks to ensure that she has a pair of each color.
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