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Why can't you square each side of the equation when verifying a trigonometric identity?
When we work to verify an identity, we work separately to both sides, and to see in the end if we have an equality. If we square both sides, that means that we assume that the equality exist, so we do not need to verify it. It looks for a solution, which will tell us if the statement is sometimes, always (identity), or never true.
Is 1 an additive identity?
no 1 is not an additive identity
The identity element for addition is 1?
No. The identity for addition is zero; the identity for multiplication is one.
What is the identity of element of multiplication?
There is no such thing as an "identity of element". The identity element of multiplication, on the other hand, is the number 1.
Identity property multiplication?
meaning of identity property of multiplication
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