tell whether the quotient is greater than or less than divided when you divide a whole number by a fraction explain your reason

Answers

Answer 1
Answer: well it has to be grater because  if you know that when dividing you must  do bigger divided by smaller it can't be the other way around

Related Questions

Un muchacho compra el mismo numero de lapices que de lapiceros por 90 soles.Cada laliz le cuesta 3 soles y cada lapicero 7 soles. ¿Cuantos lapices y lapiceros ha comprado?
Please help me with these problems, I am completely stumped : /
5k=-84.05 can you help me find k?
Which of the following is a point slope equation of a line that passes through the points
What is -5 ÷ 3/8? A. 1 7/8 B. -5 3/8 C. -1 7/8 D. -13 1/3

Simple Middle Math! I require assitance to continue!

Answers

Look at the x value, when it equals one. 

We see that y = 0

Answer: y = 0

Answer:y=0

Step-by-step explanation:

Help me plzzzzzzzzzz

Answers

The answer is in the picture.

There are 2 loaf of bread in each row how many loaves of bread are there in 5 rows

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There are 2 loaves of bread in each row. To find out how many loaves of bread are in five rows, we have to multiply the number of loeaves of bread in each row (2) by the number of rows (5). 2 x 5 = 10 Thus, there are 10 loaves of bread in 5 rows. Hope this helps! :)
There are 10 loafs of bread in five rows, because 5 times 2 equals 10

If have the same numerator but different denominators which one is greater

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The one with the lowest denominator.
the one with the lowest denominator 

Write And Equivalent Expression For 36x + 12

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6(6x + 2).

This is called factoring, where we take the greatest common factor between the numbers in an expression and then apply the distributive property.

Hope this helps! Have a great day :)

A graphic designer created a logo on 8 1/2 by 11 inch paper. In order to place on a business card the logo needs to be 1 7/10 inches by 2 1/5. What is the scale factor of the dilation?

Answers

k  - scale factor
a = 8 1/2
b = 11
a₁ = 1 7/10
b₁ = 2 1/5


k = (a_1)/(a)=\frac{b_1}b\n\n\n(a_1)/(a)=(1 (7)/(10))/(8\frac12)=1 (7)/(10):8\frac12=(17)/(10):\frac{17}2=(17)/(10)\cdot\frac2{17}=\frac15\cdot\frac11=\frac15\n\n\n(b_1)/(b)=(2 (1)/(5))/(11)=2\frac15:11=(11)/(5)\cdot\frac1{11}=\frac15\cdot\frac11=\frac15 \n\n\n(a_1)/(a)=\frac{b_1}b=\frac15\ \ \ \implies\ \ \ k=\frac15