Call the numbers A and B.
If a number is 3 less than another number
then the larger number minus the smaller number equals 3
So we have ...
A - B = 3 ... and ... A + B = 297
Combine the two together ...
A - B = 3 and A + B = 297 gives you ..
A + A - B + B = 297 + 3
2A = 300
A = 150
and so B = (150 - 3) = 147
The numbers are (297 - 3)/2 = 147 and (297 + 3)/2 = 150.
x + y = 297 x - y = 3
The numbers are 150 and 147.
A number is 3 less than another number.
The sum of the numbers is 297.
x + y = 297
x - y = 3
:-
x = y - 3
y = x + 3
x + x + 3 = 297
2x = 294
x = 147
y = 150
Method 1:
Let a and b be the two numbers, where a > b.
a = b + 3 …… [1]
a + b = 297 ……. [2]
Substitute [1] into [2]:
(b + 3) + b = 297
2b = 294
b = 147
Substitute b = 147 into [1]:
a = 147 + 3
a = 150
The two numbers are 147 and 150.
====
Method 2:
Let y be the smaller number.
Hence, the greater number = y + 3
y + (y + 3) = 297
2y = 294
y = 147
y + 3 = 150
2a+3 = 297
a = 294/2 = 147
b = a+3 9 150
If its 3 less, then both numbers are close to each other, right? They are almost the same, right? IOW, if you add both "same" numbers, you get 297.
Thus one of the numbers is roughly half of 297. This is roughly half of 300, which is 150.
So try 147 & 150. Do they work? If not, try 147 & 149. Etc.
Whats your final answer?
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Answers & Comments
Call the numbers A and B.
If a number is 3 less than another number
then the larger number minus the smaller number equals 3
So we have ...
A - B = 3 ... and ... A + B = 297
Combine the two together ...
A - B = 3 and A + B = 297 gives you ..
A + A - B + B = 297 + 3
2A = 300
A = 150
and so B = (150 - 3) = 147
The numbers are (297 - 3)/2 = 147 and (297 + 3)/2 = 150.
x + y = 297 x - y = 3
The numbers are 150 and 147.
A number is 3 less than another number.
The sum of the numbers is 297.
x + y = 297
x - y = 3
The numbers are 150 and 147.
:-
x = y - 3
y = x + 3
x + y = 297
x + x + 3 = 297
2x = 294
x = 147
y = 150
Method 1:
Let a and b be the two numbers, where a > b.
a = b + 3 …… [1]
a + b = 297 ……. [2]
Substitute [1] into [2]:
(b + 3) + b = 297
2b = 294
b = 147
Substitute b = 147 into [1]:
a = 147 + 3
a = 150
The two numbers are 147 and 150.
====
Method 2:
Let y be the smaller number.
Hence, the greater number = y + 3
y + (y + 3) = 297
2y = 294
y = 147
y + 3 = 150
The two numbers are 147 and 150.
2a+3 = 297
a = 294/2 = 147
b = a+3 9 150
If its 3 less, then both numbers are close to each other, right? They are almost the same, right? IOW, if you add both "same" numbers, you get 297.
Thus one of the numbers is roughly half of 297. This is roughly half of 300, which is 150.
So try 147 & 150. Do they work? If not, try 147 & 149. Etc.
Whats your final answer?