SOLUTION: Balancing Equations Using Multiplication
cannot figure out how to do this with negatives...
{{{-4x/3}}} = {{{18/5}}}
the negative is in front of both numbers in the first fracti
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-> SOLUTION: Balancing Equations Using Multiplication
cannot figure out how to do this with negatives...
{{{-4x/3}}} = {{{18/5}}}
the negative is in front of both numbers in the first fracti
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Question 118618: Balancing Equations Using Multiplication
cannot figure out how to do this with negatives... =
the negative is in front of both numbers in the first fraction.
must solve equation and also show checks Found 3 solutions by ankor@dixie-net.com, Earlsdon, Edwin McCravy:Answer by ankor@dixie-net.com(22740) (Show Source):
You can put this solution on YOUR website! Assume you mean: =
:
Get rid of the denominator and the negative x, multiply both sides by -15
-15* = -15*
:
Cancel the denominators and change the signs
+5(4x) = -3(18)
:
20x = -54
:
x =
Reduces to:
x = or -2.7
:
:
Check solution in original equation = =
Using a calc
3.6 = 3.6; confirms our solution of x = -2.7
You can put this solution on YOUR website! Solve for x: Multiply both sides by the multiplicative inverse of which is Simplify.
Check: Substitue Simplify. Reduce the fraction on the left side.
You can put this solution on YOUR website! cannot figure out how to do this with negatives... =
the negative is in front of both numbers in the first fraction.
must solve equation and also show checks
=
Get rid of that negative sign on the left by using this rule:
You can change the sign of EVERY TERM on both sides of an
equation and the resulting equation will be equivalent:
So we change the sign on the left to positive and we
change the sign on the right side to negative.
=
So multiply both sides by =
Cancel the 3's and 4's on the left.
Multiply numerators and denominators on the right:
=
Reduce the fraction on the right:
=
To check, it is easier to write as a decimal = = =
The negatives cancel on the left.
Change on the right to decimal =
Divide the left side:
=
Edwin