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This section includes 10 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 Z = 3X + 3Y, and the scale modulus is M, what will be the scale modulus? |
A. | M |
B. | M/2 |
C. | M/3 |
D. | M/4 |
Answer» D. M/4 | |
2. |
For the function Z = X + Y, and the function modulus is m, what will be the scale modulus? |
A. | m |
B. | 2m |
C. | 3m |
D. | 4m |
Answer» B. 2m | |
3. |
Relation for the functional moduli mx, my, and mz. |
A. | mz = mx*my*(1/[mx-my]) |
B. | mz = mx+my*(1/[mx-my]) |
C. | mz = mx*my*(1/[mx+my]) |
D. | mz = mx*my+(1/[mx+my]) |
Answer» D. mz = mx*my+(1/[mx+my]) | |
4. |
The minimum number of scales required for the nomogram for three variables is ________ |
A. | Two scales |
B. | Four scales |
C. | Three scales |
D. | One scale |
Answer» D. One scale | |
5. |
_____________ is the product of functional modulus and common constant coefficient of a functional variable. |
A. | Scale modulus |
B. | Factor |
C. | Functional modulus |
D. | Scale |
Answer» B. Factor | |
6. |
Functional modulus, m = _____________ |
A. | L*[1/(f(Xmax)] |
B. | L*[1/f(Xmin)] |
C. | L*[1/(f(Xmax)- f(Xmin)] |
D. | L*[1/(f(Xmax)- f(Xmin)] |
Answer» D. L*[1/(f(Xmax)- f(Xmin)] | |
7. |
________________ is the length of the scale for unit value of the functional variable. |
A. | Scale modulus |
B. | Factor |
C. | Functional modulus |
D. | Scale |
Answer» D. Scale | |
8. |
Scales with non-uniform space between the divisions is called ________ |
A. | Logarithmic scale |
B. | Uniform scale |
C. | Linear scale |
D. | Natural scale |
Answer» B. Uniform scale | |
9. |
Scales with constant space between the divisions is called ________ |
A. | Logarithmic scale |
B. | Uniform scale |
C. | Non-linear scale |
D. | Multiple scales |
Answer» C. Non-linear scale | |
10. |
What does the term Nomography refers to? |
A. | Making of mathematical laws |
B. | Graphical representation of mathematical laws |
C. | Making mathematical relations |
D. | Naming the laws |
Answer» C. Making mathematical relations | |