Write six and seven thousand, four hundred thirty-three ten-thousandths in standard form.
Write six and seven thousand, four hundred thirty-three ten thousandths in standard form.
Write the decimals as fractions and then multiply. Write your answer in decimal form. a. 0.3-0.5 b. 203.0.03 c. 0.007.0.004 a. Write the decimals as fractions. 0.3 - 0.5 (Do not simplify.) Multiply the fractions from part (a), above. Write your answer in decimal form. (Type an integer or a decimal.) b. Write the decimals as fractions. 203 = 0.03 = (Do not simplify.) Multiply the fractions from part (b), above. Write your answer in decimal form. (Type an integer...
If you have 29 network bits how do you write that in dotted decimal? A-255.255.0.0 B-255.255.255.128 C-255.255.255.252 D-255.255.255.248 E-255.255.255.240
do not round until final answer. please write answer in decimal form A DVD is spinning at 750.81 rpm. What is the size of the angular momentum of the DVD if it has a circumference of 35.22 cm and a mass of 13.633 g? Enter your answer in kg m2/s to the thousandth's place.
Question 5. Decimal approximation (Show Working) 10 points (a) Write down the general form of Taylor's formula with Lagrange remainder for sin(x) (3 subpts) You do not need to justify or explain your answer to this part. A challenge you face about 0 is to figure out how to give your answer succinctly.] (b) What is the smallest value nEN so that the corresponding Taylor polynomial approximation T(x) of sin(x) about 0 is such that T (1) gives sin(1) correct...
write 3.28 * 10 raised to the negative 4 write it in decimal form
log2+logx=1 write your answer in decimal form rounded to 2 decimal places
your steps. Make sure you write the final answer in polar form and do write the magnitude and angle of your answer. Question 1 1 pts Find (4 +j2)(2+j5)/(625) D Question 2 9 pts You can write the steps of the solution here. You can make the use of operators and symbols available under "math Equation" The steps shown here can earn you partial credit. Do write the final answer in polar form here. You can get the symbol for...
3. Write in a+bi form (do not use decimal approximations). (a) exp(-1+i/3) (b) tani (d) Log(1 - i) (e) Log(-i) (c) cosh(1 - i) (f) Log(3+i)