A kite has diagonals 5.8 ft and 6ft. what is the area of the kite
2 answers:
The diagonals of a kite perpendicularly bisects each other dividing the kite in to four right angled triangles. The area of the kite is given by = pq/2, where p and q are the two diagonals of the kite Therefore, A = (5.8 × 6)/2 = 17.4 square feet
Answer:
17.4 square feet
Step-by-step explanation:
17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet17.4 square feet
You might be interested in
Answer:
One way to identify alternate exterior angles is to see that they are the vertical angles of the alternate interior angles.
Step-by-step explanation:
so if I was you I would use that strategy to try to find the pair of the Alternate exterior angles.
so the agles are probably 1 and 7 but i don’t want you to get it wrong so here’s a picture Of an example.
I don’t understand the language
According to above figure, the angles (8x - 20)° and (5x + 37)° are pairs of vertical opposite angles, so
$27 2.65 x 2 (since he has to go both to and from work each day) = $5.30 Add the daily cost of the water bottle (1.45) to make his total cost for one day, which is 6.75 Multiply this number by 4 (because he goes 4 days a week) to get $27 for one week.