What is 150 △ [(5-4.95) × 1.5] - 51 Please be sure to add the formula, that is, please be sure to add the calculation program.

What is 150 △ [(5-4.95) × 1.5] - 51 Please be sure to add the formula, that is, please be sure to add the calculation program.

150÷【(5-4.95)×1.5】-51
=150÷(0.05×1.5)-51
=150÷0.075-51
=2000-51
=1949

Using the substitution method to solve the indefinite integral, SiNx ^ 5 + SiNx, the answer is - 2cosx + 2 / 3cosx ^ 3-1 / 5cosx ^ 5 + C,

=-(1+sinx^4)d(cosx)
=-[1+(1-cosx^2)^2]d(cosx)
=-(1+1-2cosx^2+cosx^4)d(cosx)
=-2cosx+2/3cosx^3-1/5cosx^5+c

(- 11 5 / 6) + (- 8 4 / 5) - (- 12 2 / 3) is it equal to - 7 29 / 30

(- 11 5 / 6) + (- 8 4 / 5) - (- 12 2 / 3)
=-11-8+12+（2/3-5/6-4/5）
=-7+（20/30-25/30-24/30）
=-7-29/30
=-7 and 29 / 30
That's right

If x is known to be an acute angle, what value can SiNx + cosx get from the following values
three-fourths
four-thirds
five-fourths
a half
It's better to have a process
Why have a root

My method:
First, square the original formula to (SiNx) ^ 2 + (cosx) ^ 2 + 2sinxcosx = 1 + sin (2x)
Then x is an acute angle, so 2x is an open interval from 0 ° to 180 ° and the range of sin (2x) is (0,1]
The range of the formula is (1,2]
So, to go back to the original formula is to open a root. Because x is in a quadrant, that is to say, it is all positive, and it also opens a range of positive numbers
That is, (1. Under the root sign, 2]
You've got five fourths of them
Of course, you square the original formula first. In order to get back to the original range, you have to open a root

How to calculate 27 times 125 in a simple way
This is a question of grade four in primary school: 27x125 = - O - / (the slash indicates division sign)___
Note: fill in numbers on the horizontal line and operation symbols in the circle

27x125=27x1000/8=27000/8=3375

For the straight line intersection ellipse x ^ 2 / 4 + y ^ 2 = 1 with inclination Π at two points a and B, find the trajectory equation of the midpoint of line AB?

It is known that the intersection ellipse x ^ 2 / 4 + y ^ 2 = 1 with an inclination angle of 45 degrees is located at two points a and B. find the line segment ab. let the line L: y = x + K be substituted into the elliptic equation to get (x + k) ^ 2 + x ^ 2 / 4 = 1, solution - radical 5 "K"

1.2 divided by 4 equals 0.3. Is 1.2 a multiple of 4?

No, multiples must be integers, otherwise they will be meaningless

It is known that the parabola y = x ^ 2 + 2x + m intersects the X axis at points a (x1,0), B (x2,0), (x2 > x1)
(1) Given the point P (- 1,2) on the parabola y = x ^ 2-2x + m, find the value of M;
(2) If the parabola y = ax ^ 2 + BX + m and the parabola y = x ^ 2-2x + m are symmetric with respect to the Y axis, and the points Q1 (- 2, Q1) and Q2 (- 3, Q2) are all on the parabola y = ax ^ 2 + BX + m, then the size relationship between Q1 and Q2 is______ ；
(3) Let the vertex of the parabola y = x ^ 2-2x + m be m. given that △ AMB is a right triangle, find the value of M

(1) (1) & # 178; - 2 × (- 1) + M = 2, the solution is m = - 1 (2) from the meaning of the title, the symmetry axis of y = x ^ 2-2x + m is x = 1 ?, the parabola y = ax ^ 2 + BX + M and the parabola y = x ^ 2-2x + m are symmetric about y axis, and the symmetry axis of y = ax ^ 2 + BX + m is x = - 1 ? - 2 ＞ - 3 ? Q ᙫ 8321; ᙫ Q ᙫ 8322; (3) ? AMB is straight

A number that is not zero divided by 1 / 3, the number () a expands to three times, B shrinks to 1 / 3, C increases by 2 / 3

If a number that is not zero is divided by 1 / 3, the number (a is expanded to three times)
You can ask me if you don't understand my answer!
If you have any other questions, please ask me!

How to solve 3x 2Y = 10

This is a linear equation with one variable, and the solution is y = 6 / 10
I hope I can help you,