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I need help understanding how to solve the following problem:
Find the exact value of tan (α - β), cos 2α, and sin β/2 under the given conditions:
cos α =√5/5, 0<α<π/2; sin β = -4/5, - π/2<β<0
The sum of two numbers is greater than 30 . The second number is 4 more than the first. What are the possible values for the first of the two numbers?
find the percent of change. where necessary round to the nearest percent. describe the percent of change as a percent
omar loves bags of potato chips and ice cream bars and they have fat and calories as follows bags of potato chips
Find the equation by isolating the natural logarithm.
Solve the equations by using addition or substitution method.
a rational expression is a fraction of two polynomials. if you need to add or subtract two rational expressions how
the equation describes the value of an investment after years. for the investment give the initial value the continuous
the mean speed of a given airplane on its usual route is 525 mph. due to an excessive headwind the plane only travels
what is the volume of the cylinder?
how can you check the answer to a factoring problem such as 10x2 - 13x - 3 2x - 35x 1? provide your own example to
Find the exact value to the expressions cos(alpha+beta) and sin(alpha+beta) and tan(alpha+beta) under the following conditions.. cos(alpha)=21/29, alpha lies in quadrant 4, and sin(beta)= -4/11, beta lies in quadrant 3.
How can polynomial identities be proven? What can polynomial identities apply to beyond just polynomials? Prove that it is true through an algebraic proof, identifying each step.
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