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Let’s check out your problem:
3
x
−
y
=
7
3 x-y=7
3
x
−
y
=
7
find
y
y
y
when
x
x
x
is
7
7
7
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Math Problems
Calculus
Find limits involving trigonometric functions
Full solution
Q.
3
x
−
y
=
7
3 x-y=7
3
x
−
y
=
7
find
y
y
y
when
x
x
x
is
7
7
7
Substitute
x
=
7
x = 7
x
=
7
:
We are given the equation
3
x
−
y
=
7
3x - y = 7
3
x
−
y
=
7
and we need to find the value of
y
y
y
when
x
x
x
is
7
7
7
. First, we substitute
x
=
7
x = 7
x
=
7
into the equation.
3
(
7
)
−
y
=
7
3(7) - y = 7
3
(
7
)
−
y
=
7
Perform multiplication:
Now we perform the multiplication
3
3
3
times
7
7
7
.
\newline
21
−
y
=
7
21 - y = 7
21
−
y
=
7
Isolate and solve for y:
Next, we isolate y by adding
y
y
y
to both sides of the equation and subtracting
7
7
7
from both sides.
\newline
21
−
y
+
y
=
7
+
y
21 - y + y = 7 + y
21
−
y
+
y
=
7
+
y
\newline
21
−
7
=
y
21 - 7 = y
21
−
7
=
y
Perform subtraction:
We then perform the subtraction to find the value of
y
y
y
.
y
=
21
−
7
y = 21 - 7
y
=
21
−
7
y
=
14
y = 14
y
=
14
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Question
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\newline
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makes the equation below true?
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What value of
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