I would like to be paid, then xD
In mathematics<span>, </span>trigonometric identities<span> are equalities that involve </span>trigonometric functions<span> and are true for every value of the occurring </span>variables<span> where both sides of the equality are defined. Geometrically, these are </span>identities<span> involving certain functions of one or more </span>angles<span>.
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So we know this identity:
Given that α = 20° and β = 4°, the solution is:
I can’t see the whole thing take a picture of it again or explain the problem to me
Answer:
6x3=18
Step-by-step explanation:
The Accelerated Mathematics Program is for students desiring to take the maximum number of math courses. Any ninth grade student who intends to take AP Calculus as a senior should schedule the accelerated program. Students in the accelerated program will be able to: (1) take Algebra I Pre-AP in 8th grade, Geometry in 9th grade, Algebra II in 10th grade, Precalculus or AP Statistics in 11th grade, and AP Calculus or AP Statistics in 12th grade; or (2) take Algebra I in the 9th grade, Geometry and Algebra II in 10th grade, Precalculus or AP Statistics in 11th grade, and AP Calculus or AP Statistics in 12th grade. Students who are enrolled in Pre-AP mathematics courses and take Algebra I in 8th grade are strongly encouraged to take five years of mathematics.