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All identities are equations, and all equations are identities. True or false?
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\[x+2=7\]
I think true, since both share the "equality" condition?
An identity is true for all values of x. An equation is true for only certain values of x.
\[x^2=x\times x\] This is an identity Equations are true for only a set of values \[x^2+2x+1=0\] True for only x=-1
So it is false?
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yup
not all equations are identities
'Kay, gotcha. Thanks, guys!
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