we know that
In the right triangle DEF
the tangent of the angle F is equal to
substitute the values
therefore
the answer is the option
Answer:
Step-by-step explanation:
We know that for any angle x in a triangle ,
Now, for the given triangle DEF, the value of tan(F) is given by :-
Hence, the value of tan(F) =
Answer:
Step-by-step explanation:
The dime which is worth 0.10 U.S. dollar, is a ten-cent coin, one-tenth of a United States dollar
the value is 0.1
Now in rounding up of numbers the dime is located one decimal place away i.e 0.5 in the number given in the problem statement
to round up to the nearest dime we have to consider the next number to the dime if this number is greater than 5 we will round up if it is less than five we can not perform any rounding up operation
hence the greatest amount of money is
since the number next to 5 is 9 and 9 is greater than 5 we will round up from 5 to 6
This makes 108.59 the greatest amount of money that rounds to $108.60
The least amount of money that rounds to $108.60 is $108.60. The greatest amount that rounds to $108.60 is $108.64.
When rounding to the nearest dime, there is a range of values that can round to $108.60. The least amount of money that rounds to $108.60 is exactly $108.60 because when you are at the target, you don't need to round up or down. The greatest amount that rounds down to $108.60 would be any amount that is less than halfway to the next dime, which is $108.65. So, anything less than $108.65, but more than $108.60, would round to $108.60. As such, the greatest amount that would round to $108.60 when rounded to the nearest dime would be $108.64.
#SPJ3
5×3−8÷2×3
Answer:
Use PEMDAS
Step-by-step explanation:
answer is 7/6 i think
i am not 100% sure
Work out the difference between the bonus Akhtar gets and the bonus Karl gets.
Answer:
Akhtar gets £12 less than the bonus Karl gets
Step-by-step explanation:
20% of £70 is £14
so, £14 - £26 = -£12
in conclusion, Akhtar gets £12 less than the bonus Karl gets
Answer:
To find the difference between the bonus Akhtar gets and the bonus Karl gets, you can follow these steps:
Calculate Akhtar's bonus:
Akhtar's bonus is 20% of £70. To find this, multiply 20% (or 0.20 as a decimal) by £70:
Akhtar's bonus = 0.20 * £70 = £14
Calculate the difference between Akhtar's bonus and Karl's bonus:
Difference = Akhtar's bonus - Karl's bonus
Difference = £14 - £26
Now, subtract £26 from £14 to find the difference:
Difference = -£12
So, the difference between the bonus Akhtar gets and the bonus Karl gets is -£12. Since Akhtar's bonus is smaller than Karl's, the difference is negative, indicating that Karl receives a higher bonus than Akhtar.