QUESTION 1 Find all real numbers that satisfy the equation. √2 sin x = - O O √x1x = 71² + 6 + 2nm or x = (x1x= 37. + 2n7 or x = √x 1 x = 47² + + 2n7 or x = |x = 57 + 2n7 or x = 11x 1877 + 20} 6 57724 + 2nn 57 + + 2n7 77. 4 + 2n7

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A: A circle with a secant and a tangent

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A: Use scalar multiplication of matrix and addition of matrix to simplify it.

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A: To find the value of q such that,  3+4i1+2i1+3i=q1+i

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A: Let, z=-8+83i Since, nth root of any complex number w is defined as, wn=rncosθ+2kπn+isinθ+2kπn

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A: Use the given relation.

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A: solving the problem by finding the value of x.

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A: To find a positive number for which the sum of it and its reciprocal is the smallest possible.

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A: To determine the value of x.

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