(4+x) (5-x)/(2+x) (7-n) =1 Please give a photo
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Answered by
0
Answer:
n=
7x2−6x−138
x2−x−20
Step-by-step explanation:
Let's solve for n.
(4+x)(5−x)
2+x
(7−n)=1
Step 1: Multiply both sides by x+2.
nx2−nx−7x2−20n+7x+140=x+2
Step 2: Add 7x^2 to both sides.
nx2−nx−7x2−20n+7x+140+7x2=x+2+7x2
nx2−nx−20n+7x+140=7x2+x+2
Step 3: Add -7x to both sidnx2−nx−20n+7x+140+−7x=7x2+x+2+−7x
nx2−nx−20n+140=7x2−6x+2
Step 4: Add -140 to both sides.
nx2−nx−20n+140+−140=7x2−6x+2+−140
nx2−nx−20n=7x2−6x−138
Step 5: Factor out variable n.
n(x2−x−20)=7x2−6x−138
Step 6: Divide both sides by x^2-x-20.
n(x2−x−20)
x2−x−20
=
7x2−6x−138
x2−x−20es.
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(4+x) (5-x). (7-n)=1
________
(2+x)
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