The third multiple of 3 is 9 and the fourth multiple of 4 is 16. So 9 multiplied by 16 is 144.
2 multiples of 9, which is 18.
This is a single-equation algebra problem, and can be stated using the variable T to stand for the number of Third Grade students (our answer).The equation is Fifth Grade + Fourth Grade + Third Grade = 33 total members.In terms of T, this is (T+6) + (T) + (T) = 33Which reduces to 3T + 6 = 33 and 3T = 27 and T = 9.There are 9 third-grade students, 9 fourth-grade students, and 15 fifth-grade students = 33.
The answer to that would be 9/10ths
9
The third multiple of 3 is 9 and the fourth multiple of 4 is 16. So 9 multiplied by 16 is 144.
2 multiples of 9, which is 18.
This is a single-equation algebra problem, and can be stated using the variable T to stand for the number of Third Grade students (our answer).The equation is Fifth Grade + Fourth Grade + Third Grade = 33 total members.In terms of T, this is (T+6) + (T) + (T) = 33Which reduces to 3T + 6 = 33 and 3T = 27 and T = 9.There are 9 third-grade students, 9 fourth-grade students, and 15 fifth-grade students = 33.
The third multiple of 3 can be calculated by multiplying 3 by 3, which equals 9. In this case, the third multiple of 3 is 9. In general, to find the nth multiple of a number, you would multiply the number by n.
The answer to that would be 9/10ths
9
If you mean what is the multiple OF three, the answer is 9
10, 36 and 900
36
First book has 12 chapters. Second has 10. Third has 11. Fourth has 10. Fifth has 10, and the sixth has 9 as well. Total of 62 chapters.
1/5 + 1/4 = 9/20
9/40