Trailing zeros at the end of a number, but before an implied decimal point, are ambiguous. True False
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- True or False 4. In most languages, the first character of a variable name cannot be a number.C Language - Given a highway number, indicate whether it is a primary or auxiliary highway. If auxiliary, indicate what primary highway it serves. Also indicate if the (primary) highway runs north/south or east/west.Discrete Mathematics: Assignment details: Replace all the 0 (Zero) digits in your ID by 4. Example: If your ID is 38104680, it becomes 38144684 Take the first 6 digits and substitute them in this expression (( A + B) / C) * ((D-E)/F)-2) according to the following table; Letter Replace by Digit Example Digit A 1st 3 B 2nd 8 C 3rd 1 D 4th 4 E 5th 4 F 6th 6 After substitution your expression will be similar to this (( 3 + 8) / 1) * ((4-4)/6)-2). Draw a rooted tree that represents your expression. What is the prefix form of this expression. 3.What is the value of the prefix expression obtained in step 2 above?
- Q1In manual car gear system, pressing down the clutch pedal allows the driver to change the car’s gears to drive the vehicle on the road with different speed. Following are the dummy details about gear number and their relevant speed limit. 1st Gear 0 – 10 mile per hour (mph) 2nd Gear 10 – 20 mile per hour (mph) 3rd Gear 20 – 60 mile per hour (mph) 4th Gear 60 – 100 mile per hour (mph) Suppose an expert driver is going from Haji Camp Peshawar to Sarhad University Peshawar using the following route drawn as Yellow line with three roundabouts (Red Circles). In manual car gear system, pressing down the clutch pedal allows the driver to change the car’s gears to drive the vehicle on the road with different speed. Following are the dummy details about gear number and their relevant speed limit. 1st Gear 0 – 10 mile per hour (mph) 2nd Gear 10 – 20 mile per hour (mph) 3rd Gear 20 – 60 mile per hour (mph) 4th Gear 60 – 100 mile per hour (mph) Suppose an expert driver is going…Interest Rates Savings accounts state an interest rate and a compounding period. If theamount deposited is P, the stated interest rate is r, and interest is compounded m timesper year, then the balance in the account after one year is P⋅(1+rm)m. For instance, if$1000 is deposited at 3% interest compounded quarterly (that is, 4 times per year), thenthe balance after one year is1000⋅(1+.034)4=1000⋅1.00754=$1,030.34.Interest rates with different compounding periods cannot be compared directly.The concept of APY (annual percentage yield) must be used to make the comparison. TheAPY for a stated interest rate r compounded m times per year is defined byAPY=(1+rm)m−1.(The APY is the simple interest rate that yields the same amount of interest after oneyear as the compounded annual rate of interest.) Write a program to compare interestrates offered by two different banks and determine the most favorable interest rate. SeeFig. 4.24.A boolean value can be returned by a function. True False
- Without using = operatorSuppose x and y are int variables and symbol is a char variable. Assume the following input data: 4. 38 26 *67 33 24 $ 55 # 34 # & 63 85 What value (if any) is assigned to x, y, and symbol after each of the fol- lowing statements executes? (Use the same input for each statement.) (2, 3, 4) а. cin >> x >> y; cin.ignore (100, '\n'); cin >> symbol; b. cin >> x; cin.ignore (100, '*'); cin >> yi cin.get (symbol); C. cin >> yi cin.ignore (100, '\n'); cin >> x >> symbol; cin.get (symbol); cin.ignore (100, '*'); d. cin >> x; cin.ignore (100, '\n'); cin >> y;• Proceed wWith caution. Question 6 Which of the following correctly prevents dividing a number by zero? ACIAAmihrst number Mumzsecond number ansi nu1Om2 Cout ans else cout Dividing byero not allowed Wnum1 first nuber Wimum2-sccond number Wans-ansWer Ofinum20)I ansnumi/nung cout ans1 else TD. ese De-Cop 511TD.exe Conceiod ere to search
- [ I C ) ] » (z F ) Given Statement: 2. Truth Values: Main Operator: Based on this truth-functional calculation, the given compound statement is IITrue/False 7. In Python, x = x + 1 is a legal statement.A complex number is a number in the form a+bi, where a and b are real numbers and i is √(-1) The numbers a and b are known as the real part and imaginary part of the complex number, respectively. You can perform addition, subtraction, multiplication, and division for complex numbers using the following formulas: a + bi + c + di = (a+c) + (b+d)i (addition) a + bi − (c + di) = (a−c) + (b−d)i (subtraction) (a + bi) * (c + di) = (ac−bd) + (bc+ad)i (multiplication) (a + bi) / (c + di) = (ac+bd) / (c2+d2) + (bc−ad)i / (c2+d2) (division) You can obtain the Absolute Value for a complex number using the following formula: |a + bi| = √(a2 + b2) A Complex number can be interpreted as a point on a plane by identifying the (a,b) values as the coordinates of the point. The absolute value of the complex number corresponds to the distance of the point to the origin, as shown in the example below. (1) Design a class named Complex for representing complex numbers Include…
