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This section includes 7 Mcqs, each offering curated multiple-choice questions to sharpen your Engineering Drawing knowledge and support exam preparation. Choose a topic below to get started.
1. |
For the function f(A) = ( frac{f(B)}{f(C)} ), to plot Z-type nomograph find the temporary plotting equation for B-scale (Variable in f(B)). If the function moduli of B, C are mb and mc respectively, d is the arbitrary distance from the origin of C-scale. |
A. | B = ( frac{m_c}{m_b} )*d*A |
B. | B = ( frac{m_b}{m_c} )*d<sup>2</sup>*A |
C. | B = ( frac{m_b}{m_c} )*d*A |
D. | B = ( frac{m_b}{m_c} )*d*A<sup>2</sup> |
Answer» D. B = ( frac{m_b}{m_c} )*d*A<sup>2</sup> | |
2. |
What is the purpose of drawing a temporary scale of a variable before plotting a Z-type nomograph? |
A. | To obtain the original scale of the variable |
B. | To make the plotting easy |
C. | To obtain the diagonal scale |
D. | To make the nomograph more accurate |
Answer» D. To make the nomograph more accurate | |
3. |
If in the Z-type nomographs the variable scales A, B, C are used where A and C scales have zero points and zeroth point on diagonal scale B overlaps the zeroth point on C scale. Then these nomographs can be used to calculate _____ |
A. | B = C/A |
B. | A = B*C |
C. | C = B*B |
D. | B = A/C |
Answer» B. A = B*C | |
4. |
In Z-type nomographs, there are no limitations on the functional moduli. |
A. | True |
B. | False |
Answer» B. False | |
5. |
Z-type nomographs and N-type nomographs are different types of nomographs. |
A. | True |
B. | False |
Answer» C. | |
6. |
The Z-type nomographs scales for the variable must begin at ________ |
A. | one |
B. | zero |
C. | initial values of the function |
D. | minimum values of the function |
Answer» C. initial values of the function | |
7. |
Which of the following statement is false according to Z-type nomographs? |
A. | Z-type nomographs are more accurate than logarithmic parallel scale nomographs |
B. | Z-type nomographs are non-logarithmic scales |
C. | Z-type nomographs are non-parallel scales |
D. | Z-type nomographs are applied for multiplying and dividing |
Answer» B. Z-type nomographs are non-logarithmic scales | |