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Setler79 [48]
3 years ago
9

Which ordered pairs are solutions to the equation?

Mathematics
1 answer:
Nesterboy [21]3 years ago
7 0

the answer would be B because if you imput the variables the equation comes out equal.
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The number of states that joined the United States between 1776 and 1849 is twice the number of states that joined between 1850
AlexFokin [52]

Answer: b. 2x = 30

Step-by-step explanation:

Given : <u>30 states</u> joined the United States between 1776 and 1849

and <u>x states</u> joined between 1850 and 1900 .

If the number of states that joined the United States between 1776 and 1849 is twice the number of states that joined between 1850 and 1900.

i.e. No. of states joined the United States between 1776 and 1849= 2 (No. of states that joined between 1850 and 1900)

i.e . 30=  2(x)          [Substitute the values]

i.e . 2x=30

Hence, the true equation : 2x=30

8 0
4 years ago
Your grandmother gave you ₱1000 to start a college book fund. She also promised to add another ₱200 each month, if you add ₱50 m
Katena32 [7]

Answer:

A= ₱1000 + t( ₱250) ------where t is the time in months

Step-by-step explanation:

The principal amount ,P, is given as : ₱1000----- P=₱1000 ------equation (i)

Additional amounts to be added by grandmother = ₱200 monthly

Amount expected to add monthly =  ₱50

Additional amounts in total added monthly = ₱200 + ₱50=₱250

Monthly amounts ,A, in the fund after the first month, t =1 month will be:

A=P + ₱250= ₱1000 + 1( ₱250) ------where t= 1, amount at end of month 1

A=P +₱250= ₱1000 + 2( ₱250)--------where t=2,  amount at end of month 2

A=P +₱250= ₱1000 + 3( ₱250)---------where t=3, amount at end of month 3

A=P +₱250= ₱1000 + 4( ₱250)--------where t=4, amount at end of month 4

From the breakdown above of 4 months, the general equation of monthly amounts will be;

A= ₱1000 + t( ₱250) ------where t is the time in months

8 0
3 years ago
When it comes to reimbursement packages, company a offers $175 plus $0.55 per mile. company b offers $200 plus $0.45 per mile. w
Kamila [148]
For this case we have the following equations:
 y = 0.55x + 175
 y = 0.45x + 200
 We equate both equations:
 0.55x + 175 = 0.45x + 200
 We clear the value of x:
 0.55x - 0.45x = 200 - 175
 0.10x = 25
 x = 250 miles
 Answer:
 A number of thousands driven that would make the two reimbursement packages equal is:
 x = 250 miles
6 0
3 years ago
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