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A super simple math problem, let's have a look!
A super simple math problem, let's have a look! I. (8-7)/8= 12.5%

(8-7)/7≈ 14.3%

Let's look at a problem of eating English. Because health is an adjective, adjectives modify nouns. Because eat is a verb, we should turn it into a gerund. Then the answer will naturally come out. Fill the food.

Let's have a look. A math problem sin θ * cos θ

And 2cosθ.

In the vertical direction, θ should be on (pi, 3pi/2), that is, θ is on the third quadrant.

Because L=2R+2∏Ra/2∏=2R+Ra=R(2+a)

Because R(2+a)≤[Rˇ2+(2+a)ˇ2]/2.

Maximum only when (2+a)=R!

Then r ˇ 2 = l.

So r = √ l = 2+a.

a=√L-2! ~

Let's have a look. The square α of a senior one math problem (1+ Tan's square α)cos.

=[ 1+(sinα)^2/(cosα)^2]*(cosα)^2

=(cosα)^2+(sinα)^2

= 1

It is very simple to ask for an embedded poem. Let's have a look ~ Lotus water is precious and natural.

Post [road] incense is immortal.

Walking on the road of life together,

The heart is like a spring.

A simple math problem. Come in and have a look at (2-a2)/a- 1.

A super simple math problem is 5 1 36'

14 1 36, just subtract 180 from 90.

Take the derivative first, and the result of the derivative is g (x)' = 3x ∧ 2-3a. When a≤0, the formula is not less than 0, and the function is monotonically increasing. The value range is 1-3a/2 ≤ g (x) ≤ 3/43a/2 ... When a > 0, set the derivative to 0 to get X.

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