Whats the formula of an rectangle

Answers

Answer 1
Answer:

Answer:

Perimeter: 2l+2w

Area: lw

Step-by-step explanation:

Let l=length, and w=width

Answer 2
Answer:

Answer:

For Perimeter its  2times length + 2times width

and for Area its: length times width

Hope this helps :)


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In the figure below, DEFG is a rhombus and Ê = 156". Calculate the size of 4.3.2 F₂ 4.3.3 G 4.3.1 EFG​

Answers

Answer:

the size of angle F₂ is 156°, the size of angle G is 156°, and the size of angle EFG is 24°.

Step-by-step explanation:

hope it helped , darling .

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The average high temperature in Anchorage, Alaska, in January is 21°F with a standard deviation of 10°. The average high temperature in Honolulu in January is 80°F with a standard deviation of 8°. In which location would it be more unusual to have a day in January with a high of 57°F?

Answers

Answer:

In Honolulu it be more unusual to have a day in January with a high of 57°F

Step-by-step explanation:

Given,

The average high temperature in Anchorage, Alaska,

\mu_1 = 21° F,

Having standard deviation,

\sigma_1 = 10°,

Thus, the z-score for the high temperature of 57° F in alaska,

z_1=(57-\mu_1)/(\sigma_1)

=(57-21)/(10)

=3.6

By the z-score table the probability of the high temperature of 57°F in Alaska = 0.99984 = 99.984 %

Now, the average high temperature in Honolulu is,

\mu_2=80^(\circ)

Having standard deviation,

\sigma_2=8^(\circ)

Thus, the z-score for the high temperature of 57° F in Honolulu,

z_2=(57-\mu_2)/(\sigma_2)

=(57-80)/(8)

=-2.875

By the z-score table the probability of the high temperature of 57° in Honolulu = 0.00205 = 0.205 %

Since, a probability is unusual if it is less than 5 %,

Hence, In Honolulu  it be more unusual to have a day in January with a high of 57°F.

It would be more odd in Honolulu.

A right pyramid has a regular hexagon as a base. The slant height is 20, and the perimeter of its base is 10. What is the lateral surface area of the pyramid

Answers

Answer:

100 unit^2

Step-by-step explanation:

lateral surface area of right pyramid = .5*p*s

p = perimeter

s = slant ht

LS = 100 unit^2

Two Isosceles triangles have congruent vertex angles. Explain why the two triangles must be similar .

Answers

2 isosceles triangles with congruent vertex angels. ;-))

Answer:

they are always similar because if the vertex of one is congruent to the vertex angle of another.

Step-by-step explanation:

let the congruent vertex angles have measure x. in any triangle the three angles have to add up to 180 so the base angle has to add up to 180-x in both triangles. in a isosceles triangle the base angles are congruent so each base angle has to measure (180-x)/2 in both triangles. therefore all three angle of the 2 triangles are congruent so the triangles must be similar by AA.

ASAP 20 points -0.45x + 0.33 = -0.66 whats x

Answers

Answer:

x=2.2

Step-by-step explanation:

calc

Hola no sé qué dices solo me puse del país Canadá para que me ayuden con un ejercicio en inglés que papá Noel los bendiga

The tangents of of the problem, I don't know how to solve.

Answers

hmmm anyhow.. how are you meant to get it? by means of a trigonometric identity? or by something else?

notice the picture

the point of tangency for the diameter and a tangent to a circle, is always at right angle