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What is two increased by three equals the quotient of ten and two?
5
Three more than half of a number equals ten What is the number?
14
What is ten no more than the Quotient of t and 4?
10 < or = to T/4 x4 x 4 cancels out just leaves T 40 < or = to T T < or = to 40
What is Ten more than three times a number is nineteen?
3*3=9+10=19
What number is three less than ten?
7
Ten more than the quotient of c and three?
10+c
How would you write this as an algebraic equation ten more than the quotient of a number and -2 is three?
10 + (n/-2) = 3 If a sentence uses "more than", it is referring to addition. If it says "the quotient of ____ and ____", then it is the first number divided by the second one. "Is" is the same as "equals".
What is two increased by three equals the quotient of ten and two?
5
Three more than half of a number equals ten What is the number?
14
What is the number that is one hundred and ten more than three thousand?
3110
What is quotient of the reciprocal of ten twentieths and five?
Quotient of the reciprocal of ten twentieths and five = Quotient of the reciprocal of 10/20 and 5 = Quotient of the reciprocal of 1/2 and 5 = Quotient of 2 and 5 = 2/5 or 0.4
What is three more than ten times a number in algebraic expression?
3+10x
What is ten no more than the Quotient of t and 4?
10 < or = to T/4 x4 x 4 cancels out just leaves T 40 < or = to T T < or = to 40
What will happen when the number ten is divided by a number greater the one?
You will get a quotient that is a positive number less than 10.
Ten less than a quotient of a number and seven?
To express this as an algebraic sum, this would be equal to 7x - 10.
What is Ten more than three times a number is nineteen?
3*3=9+10=19
Why does 62 divide by 5 have two digits in the quotient while 62 divide by 7 has only one digit in the quotient?
Because the quotient 62/7 is a smaller number than the quotient 62/5. Specifically, 5 goes into 62 more than 10 times, but 7 goes into 62 less than 10 times. Once you pass ten, you generally need another place-value (digit) before the decimal point, in order to represent the number in all of its scope and grandeur.
