Answer:
40
Step-by-step explanation:
76p+49p+13
=(76-49)p+13 [ plus (+) plus = minus(-) ]
=27p+13
=40p or p=40 ans
-3(x+2)+5x = -9
Answer:
Answer:
4.110: Four and eleven hundredths,
4.10: Four and one tenths.
Step-by-step explanation:
We have been given two numbers. We are asked to write these number in words.
4.110:
Ones: 4
Tenths: 1
Hundredths: 1
Thousandths: 0
Therefore, our given number would be four and eleven hundredths.
4.10:
Ones: 4
Tenths: 1
Hundredths: 0
Therefore, our given number would be four and one tenths.
4.110: "four and one hundred ten thousandths"
4.10: "four and ten hundredths"
To write the numbers 4.110 and 4.10 in words, we can break them down into their individual parts and express them accordingly:
4.110:
The wholenumber part is 4, which can be written as "four."
The decimal part is 110.
To express this in words, we can say "one hundred ten."
Putting it all together, 4.110 can be written as "four and one hundred ten thousandths."
4.10:
The whole number part is 4, which can be written as "four."
The decimalpart is 10.
To express this in words, we can say "ten."
Therefore, 4.10 can be written as "four and ten hundredths."
To learn more on Numbersystem click:
#SPJ6
The number 143 is a composite number due to having more than two factors.
The factors of the number 143 are 1, 11 and 13.
Prime number has only two factors i.e. 1 and the number itself while composite numbers can have more than two factors.
143 = 1*11*13
Since the number 143 has 3 factors i.e. 1, 11, and 13.
So, The number 143 is a composite number.
Therefore, The number 143 is a composite number due to having more than two factors.
To get more about composite numbers visit:
Answer:
B. It is a composite number.
Step-by-step explanation:
143 can be divided by 11 and 13 making it a composite number.
Answer:
Siti bought 13 blue buttons
Step-by-step explanation:
for not to get confused, we are going to solve the problem step by step
Siti had 135 buttons
5/9 of the buttons were red and the rest were blue
let's calculate how many buttons were red out of 135
135 * 5/9 = 75
if 75 buttons were red and the rest were blue, we can calculate how many were blue
135 - 75 = 60
says she only use 64 red buttons
if we had 75 red buttons and she used 64
75 - 64 = 11
she tells us that she had 84 buttons left, from which we know she had 11 red buttons that had been left over and 60 blue ones that she did not use, so we can calculate how many blue buttons she bought since we have the total number of buttons that she has now
84 - 60 -11 = 13
Siti bought 13 blue buttons
can you explain your answer
Answer:
b^9.
…………………..