The statements that best describes its construction is:
There is one possible triangle with these side lengths.
We know that with the help of three given angle measures infinite number of triangles could be constructed with different side lengths and with the help of three gives side lengths a unique triangle is constructed.
Here we are given three side lengths as:
8 centimeters, 13 centimeters, 15 centimeters.
This means that there is only one such triangle possible.
Which inequality can be used to determine the fewest number of additional hours he will have to write in order to reach his goal?
A. 18 – 8h≥ 50
B. 18 + 8h≥ 50
C. 18 – 8h≤ 50
D. 18 + 8h≤ 50
Answer:
01/6
wd
Step-by-step explanation:
7 kilometers per 1 week equals 8.75 kilometers per x weeks.
7 / 1 = 8.75 / x
7 = 8.75 / x
7x = 8.75
x = 8.75 / 7
x = 1.25
It took 1.25 weeks to build 8.75 kilometers of road.
The construction crew would need approximately 1.25 weeks to build 8.75 kilometers of road. This is calculated by dividing the total distance by the rate of construction.
To find out how many weeks it took the construction crew to build 8.75 kilometers of road, we need to divide the total distance (8.75 km) by the rate at which they built the road (7 km per week). So, the calculation will be 8.75 km ÷ 7 km/week.
This is a simple division problem. Using a calculator, you will find that 8.75 ÷ 7 equals approximately 1.25.
Therefore, the construction crew would need about 1.25 weeks to build 8.75 kilometers of road. Please note, this is an approximation, and actual times may vary.
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