01/06/21
Find the exact value of each expression.
1. arcsin (−1/2) 2. csc^−1 (−2) 3. arccot(1) 4. sec^−1 (−2) 5. arccos (1/2) 6. tan^−1 (−1)
01/05/21
Find two positive numbers whose product is 192 and sum is a minimum.
How do you solve this without using derivatives and using Pre-calc
01/05/21
Probability-Combination math help requested.
A jar contains only red, yellow and orange marbles. If there are 3 red, 5 yellow and 4 orange marbles, and 3 marbles are chosen from the jar at random without replacing any of them, what is the...
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01/03/21
College algebra 1
f(x)=-3x^2-18x-28. Where does the maximum value occur? What is the functions maximum value
01/02/21
discrete math question
Define * on Q by p*q=pq+1. Prove or disprove that * is commutative or associative
01/01/21
Rank , Kernel and Other Properties ofa Linear Transformation
Determine rank and kernel of L : P2 --> M2*2(R) given by,L(ax^2 + bx + c) = A, where A is 2*2 matrix whose elements are as follows : A11 = A12 = a & A21 = A22 = c
12/31/20
probability and combinations
show that 2) r ( n ) = n ( n - 1 ) r r - 13) 2 ( 2n -1 ) = ( 2n ) n-1 n
12/21/20
Which of the following is equivalent to the expression below?
Cscxtanx + secxa. 2sinb. (tanx sinx+ sinx)/(sinx)c. 4tanxd. 2sec
12/17/20
Let ( V , ⟨ , ⟩ ) be a finite dimensional inner product space over C, and let T : V → V be a linear operator. Show that the following two conditions are equivalent:
Let ( V , ⟨ , ⟩ ) be a finite dimensional inner product space over C, and let T : V → V be a linear operator. Show that the following two conditions are equivalent:1) is invertible and 2) for...
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