To find 10 more than a given number y, you simply add 10 to y. This can be represented as y + 10. For example, if y = 5, then 10 more than y would be 5 + 10 = 15. So, the expression "10 more than y" can be simplified to y + 10.
y + 10
y < 10.
20 equals 8 more than a number y 20=y+8
10 more than 45 10 + 45 but the than means to switch45 + 10 = 55
Y + 11
x=y+10
y + 10
y < 10.
y=88 88/2=44 44+10=54
Y + 7 = 7 more than y.
x=10; y=10; if (x >= 10 y >= 10) { //dostuff } OR: AND: && greater than: > greater than or equals to: >= less than: < less than or equal to: <= equals: NOT: !
x = 4z/5 y = .72z 5x/4 = z By subsitution, we have: .9x = y Thus, x is 10% more than y, and Without Loss of Generality, y is 10% less than x.
If the tax rate is y (where y is less than 10%) then the answer is: 39.95 + (.0y times 39.95) If y = 9 then answer is 39.95 + (.09 x 39.95) = 39.95 + 3.60 = 43.55 (if the tax rate is 10% or more then its .10 or .11 or .12 etc)
Y - 12 < -10 Add 12 to both sides: Y < 2
6y+1=19 6y=20 y=20/6=10/3~=3.333
20 equals 8 more than a number y 20=y+8
Let X be the number of bicycles Let y be the number of unicycles The equation for the number of tires is: 2X + Y = 46 Since there are 8 more bicycles than unicycles, we also have X = Y + 8 Substitute Y + 8 for X in the first equation to get: 2(Y + 8) + Y = 46 Solving for Y: 2Y + 16 + Y = 46; 3Y = 46 - 16; 3Y = 30; Y = 10 X = Y + 8 = 10 + 8 = 18 18 bicycles and 10 unicycles