How much money will be in the account after 10 weeks?
Answer:
$370.85
Step-by-step explanation:
The following expression shows the amount of money in the account after x weeks.
If $20.50 was added to the account for 10 weeks we can substitue 10 as the x:
$370.85 will be in the account after 10 weeks
(5×100)+(9×1)+(3×110)+(7×11,000)
(5×100)+(9×10)+(3×110)+(7×11,000)
(5×100)+(9×10)+(3×1100)+(7×11,000)
(5×100)+(9×1)+(3×1100)+(7×11,000)
Expanded form of 509.307 is equals to (5×100)+(9×1) +(3× ) + (7× ).
" Expanded form of any number is to split a number as per its place value of each digit."
According to the question,
Write place value of each digit of 509.307
Place value of 5 = 5 × 100
Place value of 0 = 0 × 10
Place value of 9 = 9 × 1
Place value of 3 = 3 ×(1 / 10)
Place value of 0 = 0 × ( 1/100)
Place value of 7 = 7 ×(1/ 1000)
Therefore,
Expanded form of 509.307
= (5×100)+(0 × 10)+ (9×1) +(3× )+(0 × ) + ( 7× ).
= (5×100)+(9×1) +(3× ) + ( 7× ).
Hence, expanded form of 509.307 is equals to (5×100)+(9×1) +(3× ) + ( 7× ).
Learn more about expanded form here
#SPJ2
9 ways are possible hope this helped straight and to the point not gonna go and show exactly how just trust me
In bowling, there are ten possible ways to get a spare. This involves knocking down a total of 10 pins in two throws, regardless of the number of pins knocked down in each throw.
In bowling, there are multiple ways to get a spare. A spare requires all ten pins to be knocked down, but it does not matter how many pins were knocked down in each throw, only that the total after two throws is ten. For example, you could knock down 9 pins in the first throw and 1 in the second, or 5 pins in both throws. Therefore, there are ten possible ways to get a spare, ranging from knocking down 1 pin on the first throw and 9 on the second, to knocking down 9 pins on the first throw and 1 on the second throw, and every combination in between.
#SPJ2