MTH302 Final Term Preparation by Briany Squad

MTH302 FINAL TERM PREPARATION · BY BRAINY SQUAD 100+ MCQ’S · MCQ 1:

Question: An arrangement of data by successive time periods is called a:

• Exponential Smoothing
• Combination
• Permutation

MCQ 2:

Question: What is the probability of choosing a vowel from the alphabet?

• 5/26 ✔
• 21/26
• 1/21
• 2/21

MCQ 3:

Question: What is the probability of scoring 11 when you roll two dice?

• 1/18 ✔
• 2/18
• 1/36
• 3/18

MCQ 4:

Question: If the sign of rrr is negative, then it indicates:

• Direct relationship between X & Y

• Indirect relationship between X & Y ✔

• X & Y equal
• X & Y are square

MCQ 5:

Question: The answer of the SUMIF function in the above diagram is:

• 763
• 663
• 613 ✔
• 513

MCQ 6:

Question: Two dice are rolled and the numbers are added together. The probability of the total being 12 is:

• True
• False ✔

MCQ 7:

certain semester, with this result: 2, 1, 5, 1, 1, 3, 4, 3, 1, 1, 5, 18. For this sample, which measure of central tendency is least representative of the "typical" student?

• Mean ✔
• Median
• Mode
• Midrange

MCQ 8:

Question: The experimental region is the range of the previously observed values of the dependent variable.

• False
• True ✔

MCQ 9:

Question: ___________ should be of equal size.

• Intervals ✔

• Table
• Frequency
• Mean

MCQ 10:

Question: Let’s assume that you are receiving 1000 Rs. every year, and you invested each payment at 5%. The amount you would have at the end of five years is referred to as:

• Final Value
• Cumulative interest

• Accumulated value ✔

• Principal value

MCQ 11:

Question: The point where a straight line cuts the X-axis is called:

• Slope
• Starting point
• Y-intercept

• X-intercept ✔

MCQ 12:

Question: Which ratio is equal to 15:20?

• 21:28
• 5:10 ✔
• 18:25

MCQ 13:

Question: Reduction from original selling price is called ………

• Loss
• List price
• Profit
• Markdown ✔

MCQ 14:

Question: This example returns the present value of an investment that pays Rs. 100 at the end of every year for 10 years. The money paid out will earn 5.25% annually.

• =PV(5.25%/1, 10*1, 100, 0) ✔

• =PV(5.25%/1, 10*1, 100, 1)
• =PV(5.25%/12, 10*1, 100, 0)