Suppose A = BC, where A has the dimension L/M and C has the dimension L/T. Then B has the dimension:
Answer: T/M
Explanation
We are given:
A=B⋅C
Dimensions:
[A]=L/M
[C]=L/T
We want to find [B].
Step 1: Solve for
B:
B=A/C
Step 2: Plug in dimensions:
[B]=[A]/[C]
=L/M/L/T
=L/M⋅T/L=T/M
This question appeared in
Past Papers (1 times)
Punjab University Admission Test Past Papers & Syllabus (1 times)
This question appeared in
Subjects (1 times)
MATHS MCQS (1 times)
Related MCQs
- How many tiles of dimension 10 square inch are required to cover a floor of dimension of 5 feet by 4 feet?
- The dimension of work is like the dimension of?
- The applied dimension of Ethics is known as?
- The dimension of a light year is?
- The dimension of power is _______?
- The vertical dimension of a spreadsheet is called?
- In Einstein’s universe what is the fourth dimension?
- The dimension of a teaching method is _____?
- Hand ball court dimension is ______?
- The time rate of change of magnetic flux has the same dimension as that of?
