Answer:
Step-by-step explanation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:Substitute what y equals in the second equation for y in the first equation:
Answer:
Step-by-step equation
Divide the whole numbers and check the answer using multiplication identify and apply to division properties of one identify and apply the division properties of zero use Long division algorithm to divide digit numbers Gentefied the divisor and remainder in a division problem
Answer: 21
12
Log8(8 is under the log) the answer is 7
Step-by-step explanation:
Answer:
tony:25,000 explmation 2,500x10 shoe:25% discount:22 because 120 +10 is 22
Step-by-step explanation:
give brainliest and thank ty
Answer:3,18
Step-by-step explanation: