There are 300 boys and girls in hope primary school in the last school year. In this school year, boys increase by 4% and girls increase by 5%, with a total increase of 13 It is hoped that there will be 300 boys and girls in the last school year. In this school year, there will be an increase of 4% for boys and 5% for girls, with a total increase of 13. How many boys and girls are there in this school year?
In the last academic year, there were x girls and 300-x boys
4%x+(300-x)5%=13
x=100
There were 100 girls and 200 boys last school year
In this academic year, girls are 100 * 5% = 5, boys are 200 * 4% = 8,
There are 208 boys and 105 girls in this academic year
30 △ x + 25 = 85, how to use the equation solution-*
30/X=85-25
30/X=60
X=1/2
Girls account for two fifths of the class. How many percent more boys than girls?
1-two fifths = three fifths
Three fifths - two fifths divided by two fifths
It's 50 percent
1/2√28?
(A)√15
(B)√53
(C)√75
(D)√225
Is that right?
√300?
(A)50√6
(B)12√5
(C)3√10
(D)10√3
Hope GG mm will answer quickly!
√28=√4*7=√4*√7=2√7
1/2√28=1/2*2√7=√7
√300=√100*3=√100*√3=10√3
How much is 1 + 2 + 3. + 99
1+2+3.+99=[(1+99)/2]*99=50*99=50*(100-1)=5000-50=4950
The fourth grade mathematics of primary school moves the decimal point of a number one place to the right, which is 576 more than the original one. What's the number
576÷(10-1)
=576÷9
=64
A: the number is 64
The number of a is 2 / 3 of the number of B, and the number of B is 4 / 5 of the number of C. find the ratio of a, B and C
The number a is two-thirds of the number B
A: B = 3:2 = 15:10
B is four fifths of C
B: C = 5:4 = 10:8
The ratio of a, B and C
A: B: C = 15:10:8
The solution set of the equation sin ^ 2x minus 2sinx = 0 is? Detailed solution
sinx(sinx-2)=0
sinx=0
X = 2K π, K is a natural number
4 / 5 of a number is 2 / 3 of 120. Find the number
4/5 * X=2/3 * 120 ---> X=100
3x-y-z = 9 ① 2x + y-2z = 6 ② x + y + Z = 15 ③ important process
3x-y-z=9①2x+y-2z=6②x+y+z=15③
(1) (2) get: 5x-3z = 15 (4)
(2) (3) x-3z = - 9 (5)
(4) (5) get: 5x-x = 15 + 9;
4x=24;
x=6;
If (5) is brought in, z = 5;
In (1), y = 4;
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