just need the answers to double
check mine
Only first question is solved according to HomeworkLib policy.
Their is a small problem in Part (b).
Answer is given in the attached image.
just need the answers to double check mine 1 a) Linçarize the following equation where L...
3 a) Linearize the following equation where L and T are the variables: b) What are the slope and intercept of your new equation? c) check that your new equation is dimensionally correct ( L is a length, g is an acceleration, and T is a time)
2) A. Linearize the following equation where s and t are the variables: pep B. What are the slope and intercept of your new equation? C. Check that your new equation is dimensionally correct (s is a distance, v is a velocity, a is an acceleration, and t is a time) 3) A. Linearize the following equation where D and h are the variables: B. What are the slope and intercept of your new equation? C. Check that your new...
4 a) Linearize the following equation where L and T are the variables: m me b) What are the slope and intercept of your new equation? c) check that your new equation is dimensionally correct (L is a length. g is an acceleration, and T is a time)
2 a) Linearize the following equation where L andT are the variables: 21 2 b) What are the slope and intercept of your new equation? c) check that your new equation is dimensionally correct (L is a length, g is an acceleration, and T is a time)
2. a) Linearize the following equation where s and t are the variables: 2 b) What are the slope and intercept of your new equation? c) Check that your new equation is dimensionally correct (s is a distance, v is a velocity, a is an acceleration. and t is a time)
a) Linearize the following equation where T and m (not me) are the variables: b) What are the slope and intercept of your new equation? c) Check that your new equation is dimensionally correct (m is a mass, me is a mass, T is time and k has dimensions force divided by length.
(a)Linearize the following equation where D and h are the variables: (b)What are the slope and intercept of your new equation? (c)Check that your new equation is dimensionally correct (D is a distance, L is a distance and h is a distance.
Is it right to divide both by
V to get the right answer or how can we solve it
1) A. (5 points) Linearize the is the independent variable llowing equation where KE is the dependent variable and equation KE =-mv 6 points) What are the slope and intercept of your new equation? C. (5 points) Check that your new equation is dimensionally correct (KE is energy with ce times a distance, m is a mass, and v is a...
Given the equation x=at^p, where x is position, a is acceleration and t is time, what should b be for this equation to be dimensionally accurate? Answers: A p=3 b p=2 C p=-2 D p=-1/2
Show that the expression v = at, where v represents speed, a acceleration, and t an instant of time, is dimensionally correct. Dimensions and Units of Four Derived Quantities Quantity Area Volume Speed Acceleration Dimensions L2 L3 UT LT2 SI units m2 m m/s m/s2 U.S. customary units ft2 ft/s ft/s2 SOLUTION (Use the following as necessary: L and T.) Identify the dimensions of v from the table above: [v] - Identify the dimensions of a from the table above...