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A motorist started a journey at 8:30 am, travelling at 120 km/hr and covered a distance of 240 km. Calculate the time taken and finish time. Given that a=4, b=2 and c=3. Find the value of abc and ac/b
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23. A motorist started a journey at 8:30 am, travelling at 120 km/hr and covered a distance of 240 km.
Part a· 3 steps
Calculate the time he took.
Identify the given values and the formula.
Substitute the values into the formula.
Calculate the time.
The time he took is .
Part b
At what time did he finish the journey?
Identify the start time and the duration of the journey.
Add the duration to the start time.
He finished the journey at .
24. Given that , and . Find the value of:
Part b(i)24
Substitute the given values into the expression.
Multiply the numbers.
The value of is .
Part b(ii)6
Substitute the given values into the expression.
Multiply the numbers in the numerator.
Divide the numbers.
The value of is .
Part b(iii)16
Substitute the given value of into the expression.
Calculate the square.
The value of is .
25. The sum of three consecutive odd numbers is 39. Find the numbers.
Let the first odd number be .
The next consecutive odd number is .
The third consecutive odd number is .Set up the equation based on the given sum.
Combine like terms.
Subtract 6 from both sides of the equation.
Divide by 3 to solve for .
Find the three consecutive odd numbers.
First number:
Second number:
Third number:
The three consecutive odd numbers are .
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