Binary to Decimal 3 points A possibly infinite binary representation is different than the actual implementation used on computers. To balance the finite memory storage available and still achieve good precision and range, the IEEE 754 floating point standard is used. Here we will focus on the double precision standard and write a machine number in the following form, 0 1010011001010100100110010..0 Where theimplies the intermediate digits are all zero To convert to a (base ten) decimal representation, we use the following formula, (-1)' . 2c-1023 . (1 + Of course c and f must be converted to a base ten number before applying this formula. The right most digit of c corresponds to 20, with the powers of 2 increasing to the left. The left most digit of f corresponds to 21 with the powers of 2 decreasing to the right. For this problem, find the decimal representation of the two following machine numbers: 0 10000001010 100100110000000 1 10000001010 010100110000000 e. pencil and paper and ust your final sout on entered n the text boxes be ow. This problem should be solved by hand . Decimal representation of the first number: Decimal representation of the second number