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lisov135 [29]
3 years ago
9

Which point shows 1\8

Mathematics
1 answer:
lbvjy [14]3 years ago
8 0

Excuse me sir/ma'am I can't really help you if there isn't a picture attached. Edit your question and I'll help you the best I can!!

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Verify sin^4x-sin^2x=cos^4x-cos^2x is an identity
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ANSWER

See below

EXPLANATION

We want to verify that,

{ \sin ^{4} x}  -  { \sin^{2} x} = { \cos ^{4} x}  -  {  \cos^{2} x}

To verify this identity, we can take the left hand side simplify it to get the right hand side or vice versa.

{ \sin ^{4} x}  -  { \sin^{2} x} =( { \sin ^{2} x} )^{2} -  { \sin^{2} x}

{ \sin ^{4} x}  -  { \sin^{2} x} ={ \sin ^{2} x}({ \sin ^{2} x}  - 1)

{ \sin ^{4} x}  -  { \sin^{2} x} ={ \sin ^{2} x} \times  - (1 - { \sin ^{2} x})

{ \sin ^{4} x}  -  { \sin^{2} x} =({1 -  \cos^{2} x} )\times  - ({ \cos^{2} x})

{ \sin ^{4} x}  -  { \sin^{2} x} =({ \cos^{2} x} - 1 )\times  ({ \cos^{2} x})

We now expand the right hand side to get:

{ \sin ^{4} x}  -  { \sin^{2} x} = { \cos ^{4} x}  -  {  \cos^{2} x}

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A. Crosses the x-axis two points
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X + 90 = 100<br><br> what does "x" equal?<br><br> explain the answer please!
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Step-by-step explanation:

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